sci.math

• Thread Index

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• n! + 1 = k^2
  • From: Earle Jones
• Re: Unexpected shot for FLT !
  • From: Roman B. Binder
• Re: Extensions of Curves
  • From: The World Wide Wade
• Re: Extensions of Curves
  • From: The World Wide Wade
• Re: New arithmetic function
  • From: Patrick Coilland
• Re: Maximum number of small spheres that can surround a large sphere
  • From: jon
• Re: Infinite Induction and the Limits of Curves
  • From: Dave L. Renfro
• Re: The set-theoretic platinum standard
  • From: Gene Ward Smith
• Re: New arithmetic function
  • From: BuddhaThu
• Re: Infinite Induction and the Limits of Curves
  • From: david petry
• Re: Infinite Induction and the Limits of Curves
  • From: Tony Orlow
• Re: Infinite Induction and the Limits of Curves
  • From: David R Tribble
• Re: The set-theoretic platinum standard
  • From: Herman Rubin
• Re: SVD
  • From: Ray Koopman
• Re: A problem in fitting curve
  • From: Ray Koopman
• Re: Extensions of Curves
  • From: W. Dale Hall
• Re: Unexpected shot for FLT !
  • From: Dale Shoults
• Re: How many way to make change for a quarter?
  • From: boanerges35
• Re: Infinite Induction and the Limits of Curves
  • From: Tony Orlow
• Re: Limit+fractional part
  • From: The World Wide Wade
• Re: An uncountable countable set
  • From: Virgil
• Re: Maclaurin series of (sin(pi*x))^q
  • From: Herman Rubin
• Re: Infinite Induction and the Limits of Curves
  • From: David R Tribble
• Re: Limit+fractional part
  • From: Patrick Coilland
• Re: Limit+fractional part
  • From: eugene
• Re: An uncountable countable set
  • From: Virgil
• Re: Unexpected shot for FLT !
  • From: Roman B. Binder
• The set-theoretic platinum standard
  • From: Gene Ward Smith
• Re: Range of Function
  • From: Michel Hack
• Re: An uncountable countable set
  • From: Virgil
• Re: Extensions of Curves
  • From: Maury Barbato
• Re: Unique Alternating Multilinear D:R^n->R
  • From: HopfZ
• Re: Unexpected shot for FLT !
  • From: Dale Shoults
• Re: Unique Alternating Multilinear D:R^n->R
  • From: Christopher J. Henrich
• Re: Vector space or ot's orthogonal
  • From: The World Wide Wade
• Re: Mathematical formula to compare integer sequence
  • From: Rob Pratt
• Re: What annoys you in mathematical text?
  • From: David R Tribble
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Arturo Magidin
• Re: Uniform continuity and analyticity over the reals
  • From: The World Wide Wade
• Common tangents
  • From: -marko-
• Re: Uniform continuity and analyticity over the reals
  • From: José Carlos Santos
• Re: Is magnitude more fundamental than the real numbers?
  • From: Gene Ward Smith
• Re: Cardinals of fields (was, Re: Every Subspace of R^N has an Orthogonal Basis?)
  • From: mariano.suarezalvarez@xxxxxxxxx
• Re: Some (slightly used) math books for sale
  • From: dgiaimo
• Re: Uniform continuity and analyticity over the reals
  • From: Kurio
• Re: What annoys you in mathematical text?
  • From: HopfZ
• Re: Uniform continuity and analyticity over the reals
  • From: Kurio
• Re: Uniform continuity and analyticity over the reals
  • From: José Carlos Santos
• Uniform continuity and analyticity over the reals
  • From: Kurio
• Re: topology with norm space.
  • From: José Carlos Santos
• Is magnitude more fundamental than the real numbers?
  • From: Timothy Golden BandTechnology.com
• Re: Limit+fractional part
  • From: Patrick Coilland
• Unique Alternating Multilinear D:R^n->R
  • From: Hatto von Aquitanien
• Re: How many way to make change for a quarter?
  • From: The Qurqirish Dragon
• Re: Limit+fractional part
  • From: eugene
• Re: analysis with sup.
  • From: mina_world
• Re: integral
  • From: Bart
• Re: What annoys you in mathematical text?
  • From: N. Silver
• Re: I don't know why I'm getting the correct answer
  • From: The Qurqirish Dragon
• Re: Halmos' paper on writing mathematics
  • From: Dave L. Renfro
• Re: An uncountable countable set
  • From: Dik T. Winter
• Re: What annoys you in mathematical text?
  • From: Han de Bruijn
• Re: Limit+fractional part
  • From: Patrick Coilland
• Re: sequence of continuous functions
  • From: eugene
• Re: Limit+fractional part
  • From: eugene
• Re: sequence of continuous functions
  • From: David C . Ullrich
• Re: Limit+fractional part
  • From: A N Niel
• Re: Maximum number of small spheres that can surround a large sphere
  • From: matt271829-news
• Re: Maximum number of small spheres that can surround a large sphere
  • From: matt271829-news
• Functional series+3^n
  • From: eugene
• Re: Maclaurin series of (sin(pi*x))^q
  • From: Bart
• Limit+fractional part
  • From: eugene
• Re: What annoys you in mathematical text?
  • From: Lee Rudolph
• SVD
  • From: m . mashoof
• Re: Cardinals of fields (was, Re: Every Subspace of R^N has an Orthogonal Basis?)
  • From: Aatu Koskensilta
• New arithmetic function
  • From: bouayoun
• What annoys you in mathematical text?
  • From: Toni Lassila
• Re: Maclaurin series of (sin(pi*x))^q
  • From: Bart
• Re: integral
  • From: G. A. Edgar
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Denis Feldmann
• Re: An uncountable countable set
  • From: mueckenh
• Re: integral
  • From: G. A. Edgar
• Re: An uncountable countable set
  • From: Dik T. Winter
• Re: An uncountable countable set
  • From: mueckenh
• Re: An uncountable countable set
  • From: mueckenh
• Re: Tensor Inverse?
  • From: Timothy Murphy
• From the free iPod people...
  • From: GratefulHead
• Re: A problem in fitting curve
  • From: makc . the . great
• Re: A problem in fitting curve
  • From: makc . the . great
• Re: analysis with sup.
  • From: G.E. Ivey
• Re: A problem in fitting curve
  • From: matt271829-news
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• topology with norm space.
  • From: mina_world
• analysis with sup.
  • From: mina_world
• Re: right ordered set structure
  • From: William Elliot
• Re: Maclaurin series of (sin(pi*x))^q
  • From: Bart
• Re: I don't know why I'm getting the correct answer
  • From: William Elliot
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Denis Feldmann
• Re: Unexpected shot for FLT !
  • From: Denis Feldmann
• Re: Tensor Inverse?
  • From: Hauke Reddmann
• Re: Maximum number of small spheres that can surround a large sphere
  • From: bert
• Re: functions in set theory
  • From: Jose Capco
• Re: Unexpected shot for FLT !
  • From: Roman B. Binder
• Re: functions in set theory
  • From: Jose Capco
• Re: functions in set theory
  • From: Jose Capco
• Re: integral
  • From: Bart
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: integral
  • From: Bart
• Re: Unexpected shot for FLT !
  • From: Denis Feldmann
• Re: Halmos' paper on writing mathematics
  • From: sumarjaya
• Re: Cardinals of fields (was, Re: Every Subspace of R^N has an Orthogonal Basis?)
  • From: Denis Feldmann
• Re: Maclaurin series of (sin(pi*x))^q
  • From: Bart
• Re: Cardinals of fields (was, Re: Every Subspace of R^N has an Orthogonal Basis?)
  • From: Bertie Reed
• Re: Vector space or ot's orthogonal
  • From: eugene
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: Adjacency Matrix
  • From: Robert Israel
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Robert Low
• A problem in fitting curve
  • From: Yu Bo
• Re: Unexpected shot for FLT !
  • From: Roman B. Binder
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Virgil
• irreducible polynomial+connectedness
  • From: eugene
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Virgil
• Re: Maclaurin series of (sin(pi*x))^q
  • From: Robert Israel
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Robert Low
• Re: Alternative to "inequality" for =< and >=
  • From: Stephen Montgomery-Smith
• Re: Alternative to "inequality" for =< and >=
  • From: Hatto von Aquitanien
• Re: Four Color Theorem
  • From: Proginoskes
• Re: Range of Function
  • From: The World Wide Wade
• Re: Range of Function
  • From: The World Wide Wade
• Re: Range of Function
  • From: Parikshit Shah
• Re: Vector space or ot's orthogonal
  • From: The World Wide Wade
• Re: Range of Function
  • From: William Elliot
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Virgil
• Re: Linking points on algebraic curves with class numbers
  • From: David Bernier
• Range of Function
  • From: Simon Dean
• Re: Alternative to "inequality" for =< and >=
  • From: Stephen Montgomery-Smith
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Virgil
• Re: Elliptic integral of the seconnd kind with complex amplitude
  • From: Badger
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: Alternative to "inequality" for =< and >=
  • From: Hatto von Aquitanien
• Re: Alternative to "inequality" for =< and >=
  • From: Chip Eastham
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: Unexpected shot for FLT !
  • From: tbonepower07
• Re: Mathematical formula to compare integer sequence
  • From: Tim Peters
• Re: 7-th power
  • From: Robert Israel
• Re: Need help in evaluating
  • From: ahoyaho
• Re: help with an integral which looks similar to elliptic integrals.
  • From: Gene Ward Smith
• Re: Need help in evaluating
  • From: The World Wide Wade
• Re: Maximum number of small spheres that can surround a large sphere
  • From: Doug Goncz
• Re: Unexpected shot for FLT !
  • From: Roman B. Binder
• Re: Numbers that have the same digits as their factors.
  • From: mensanator@xxxxxxxxxxx
• help with an integral which looks similar to elliptic integrals.
  • From: len
• help with an integral which looks similar to elliptic integrals.
  • From: len
• Re: Numbers that have the same digits as their factors.
  • From: Bob
• Re: function space cardinality
  • From: The World Wide Wade
• Re: Numbers that have the same digits as their factors.
  • From: mensanator@xxxxxxxxxxx
• A question on a cyclotomic prime number
  • From: genkisaito@xxxxxxxxxxx
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: W. Dale Hall
• Re: integral
  • From: Robert Israel
• Re: Alternative to "inequality" for =< and >=
  • From: Stephen Montgomery-Smith
• Re: # {x from G : x^n = e}
  • From: Stephen Montgomery-Smith
• Re: Need help in evaluating
  • From: mathman
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Virgil
• Re: Alternative to "inequality" for =< and >=
  • From: Ronald Bruck
• Re: Numbers that have the same digits as their factors.
  • From: Bob
• Adjacency Matrix
  • From: yelena13
• Re: rounding question
  • From: Patrick FitzGerald
• Re: Maximum number of small spheres that can surround a large sphere
  • From: David W . Cantrell
• Re: Something not computing in Langs Algebra
  • From: Arturo Magidin
• Re: Something not computing in Langs Algebra
  • From: Lee Rudolph
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Lee Rudolph
• Re: I don't know why I'm getting the correct answer
  • From: bill
• Re: Maximum number of small spheres that can surround a large sphere
  • From: Michael Orion
• Re: I don't know why I'm getting the correct answer
  • From: matt271829-news
• Re: I don't know why I'm getting the correct answer
  • From: Ignacio Larrosa Cañestro
• Re: I don't know why I'm getting the correct answer
  • From: amzoti
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Virgil
• Re: I don't know why I'm getting the correct answer
  • From: Gene Wagenbreth
• Re: # {x from G : x^n = e}
  • From: Arturo Magidin
• Re: Unexpected shot for FLT !
  • From: matt271829-news
• Re: Four Color Theorem
  • From: bill
• Re: Four Color Theorem
  • From: bill
• Need help in evaluating
  • From: ahoyaho
• function space cardinality
  • From: Robert Sheskey
• Re: Something not computing in Langs Algebra
  • From: Arturo Magidin
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Arturo Magidin
• I don't know why I'm getting the correct answer
  • From: Pious Audio
• Re: Maclaurin series of (sin(pi*x))^q
  • From: Gene Ward Smith
• Re: Numbers that have the same digits as their factors.
  • From: Jens Kruse Andersen
• Re: "dimensionality" v. "dimension" (was, Re: Every Subspace of R^N has an Orthogonal Basis?)
  • From: Ken Pledger
• Maclaurin series of (sin(pi*x))^q
  • From: Bart
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Lee Rudolph
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Virgil
• Re: Halmos' paper on writing mathematics
  • From: Ken Pledger
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Robert Low
• Re: integral
  • From: Bart
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Virgil
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Virgil
• Re: sequence of continuous functions
  • From: eugene
• Re: "Foundations of Analysis" by Landau - which version?
  • From: Eric J. Wingler
• sequence of continuous functions
  • From: Amanda
• Re: Maximum number of small spheres that can surround a large sphere
  • From: matt271829-news
• Re: An uncountable countable set
  • From: Virgil
• Re: An uncountable countable set
  • From: Virgil
• Re: Recommended way to relearn math?
  • From: Herb Martin
• Re: An uncountable countable set
  • From: Virgil
• Re: Something not computing in Langs Algebra
  • From: Gene Ward Smith
• Re: point estimation of variance
  • From: Herman Rubin
• Re: Computing pdf from cdf
  • From: danheyman@xxxxxxxxx
• Re: Computing pdf from cdf
  • From: david petry
• Re: Something not computing in Langs Algebra
  • From: Axel Vogt
• Re: rounding question
  • From: Jonathan Cass
• Re: Cardinals of fields (was, Re: Every Subspace of R^N has an Orthogonal Basis?)
  • From: Gene Ward Smith
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Gene Ward Smith
• Re: integral
  • From: G. A. Edgar
• Re: Maximum number of small spheres that can surround a large sphere
  • From: BuddhaThu
• Re: Maximum number of small spheres that can surround a large sphere
  • From: Hugo Pfoertner
• Re: Computing pdf from cdf
  • From: Robert Israel
• rounding question
  • From: slifedt
• # {x from G : x^n = e}
  • From: eugene
• Re: Fractions for .999... (aka 1)-
  • From: The World Wide Wade
• Re: 7-th power
  • From: Deep
• Re: Extensions of Curves
  • From: The World Wide Wade
• Re: Cardinals of fields (was, Re: Every Subspace of R^N has an Orthogonal Basis?)
  • From: mariano.suarezalvarez@xxxxxxxxx
• Re: Simple proof of FLT ?
  • From: Roman B. Binder
• Re: functions in set theory
  • From: José Carlos Santos
• Re: Unexpected shot for FLT !
  • From: Roman B. Binder
• Re: functions in set theory
  • From: Jose Capco
• The number of polynomials
  • From: Aloha Kakuikanu
• Re: Much more simple ?
  • From: Roman B. Binder
• Re: An uncountable countable set
  • From: mueckenh
• Re: JSH: Latest factoring idea is crap
  • From: Roman B. Binder
• Re: An uncountable countable set
  • From: Daryl McCullough
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Pinky
• Re: Skewed Variances
  • From: Robert Israel
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Timothy Golden BandTechnology.com
• Re: right ordered set structure
  • From: cbrown
• Re: functions in set theory
  • From: M.J.T. Guy
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: Cardinals of fields (was, Re: Every Subspace of R^N has an Orthogonal Basis?)
  • From: Lee Rudolph
• Re: Maximum number of small spheres that can surround a large sphere
  • From: Tom
• integral
  • From: Bart
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: David C . Ullrich
• Extensions of Curves
  • From: Maury Barbato
• Re: Maximum number of small spheres that can surround a large sphere
  • From: Hyped
• Re: Halmos' paper on writing mathematics
  • From: Dave L. Renfro
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Denis Feldmann
• Re: Maximum number of small spheres that can surround a large sphere
  • From: bert
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: How many way to make change for a quarter?
  • From: boanerges35
• Re: An uncountable countable set
  • From: Daryl McCullough
• Re: How many way to make change for a quarter?
  • From: boanerges35
• Eigen Vector Calculation
  • From: Shailesh
• Re: Maximum number of small spheres that can surround a large sphere
  • From: Larry Deack
• Re: Computing pdf from cdf
  • From: Stephen Montgomery-Smith
• Re: Vector space or ot's orthogonal
  • From: eugene
• Re: uniformly converge with z.
  • From: mina_world
• Re: Halmos' paper on writing mathematics
  • From: Dave L. Renfro
• Re: Competition problem in number theory
  • From: bassam king karzeddin
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Denis Feldmann
• Maximum number of small spheres that can surround a large sphere
  • From: Hyped
• Re: Tensor Inverse?
  • From: Timothy Murphy
• Re: can someone confirm that I'm doing this correctly?
  • From: Pious Audio
• Re: Halmos' paper on writing mathematics
  • From: bassam king karzeddin
• Re: can someone confirm that I'm doing this correctly?
  • From: Dave L. Renfro
• Re: An uncountable countable set
  • From: mueckenh
• Re: can someone confirm that I'm doing this correctly?
  • From: A N Niel
• Re: An uncountable countable set
  • From: mueckenh
• Re: An uncountable countable set
  • From: mueckenh
• Re: An uncountable countable set
  • From: mueckenh
• can someone confirm that I'm doing this correctly?
  • From: Pious Audio
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: functions in set theory
  • From: José Carlos Santos
• Re: variety ?
  • From: Fedor
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: uniformly converge with z.
  • From: José Carlos Santos
• Re: Something not computing in Langs Algebra
  • From: Martin
• Re: Something not computing in Langs Algebra
  • From: Pubkeybreaker
• Re: perpetuum mobile success story
  • From: Dan
• Something not computing in Langs Algebra
  • From: Martin
• Re: Eigen vector calculation
  • From: Ian Parker
• Eigen vector calculation
  • From: Shailesh
• Re: is there an efficient algorithm for switching representation base?
  • From: apc
• functions in set theory
  • From: Jose Capco
• "dimensionality" v. "dimension" (was, Re: Every Subspace of R^N has an Orthogonal Basis?)
  • From: Lee Rudolph
• Re: Vector space or ot's orthogonal
  • From: Robert Low
• Re: parametrized x & y question.
  • From: Michael Jørgensen
• Re: 4 dimensional "cylinder" problem
  • From: Mateusz Berezecki
• Re: Equivalent statements involving a commutative ring
  • From: Shmuel (Seymour J.) Metz
• Halmos' paper on writing mathematics
  • From: sumarjaya
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: David C . Ullrich
• Re: Cardinals of fields (was, Re: Every Subspace of R^N has an Orthogonal Basis?)
  • From: Shmuel (Seymour J.) Metz
• parametrized x & y question.
  • From: tamiry
• Re: Cardinals of fields (was, Re: Every Subspace of R^N has an Orthogonal Basis?)
  • From: Arturo Magidin
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Arturo Magidin
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: An uncountable countable set
  • From: mueckenh
• Re: An uncountable countable set
  • From: mueckenh
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: An uncountable countable set
  • From: mueckenh
• Re: An uncountable countable set
  • From: imaginatorium
• Re: qustion about terminology.
  • From: Lee Rudolph
• Re: qustion about terminology.
  • From: José Carlos Santos
• qustion about terminology.
  • From: mina_world
• Re: Vector space or ot's orthogonal
  • From: eugene
• Re: An uncountable countable set
  • From: mueckenh
• Re: Vector space or ot's orthogonal
  • From: David C . Ullrich
• Cardinals of fields (was, Re: Every Subspace of R^N has an Orthogonal Basis?)
  • From: Lee Rudolph
• Re: An uncountable countable set
  • From: mueckenh
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: David C . Ullrich
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: David C . Ullrich
• SeDuMi - predector
  • From: Ismail
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: An uncountable countable set
  • From: mueckenh
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: David C . Ullrich
• Vector space or ot's orthogonal
  • From: eugene
• Re: Index vs. Average
  • From: Rod
• Re: Skewed Variances
  • From: Han de Bruijn
• Re: Computing pdf from cdf
  • From: Han de Bruijn
• Re: Computing pdf from cdf
  • From: Han de Bruijn
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Robert Low
• AHP(Analytic Hierarchy Process)
  • From: pramodh
• Index vs. Average
  • From: Protoman
• Commutative Algebra
  • From: wcdtd
• Re: variety ?
  • From: Jannick Asmus
• Re: sufficent conditions for concavity?
  • From: The World Wide Wade
• Re: Modified Bessel Function Second Kind
  • From: Robert Israel
• Re: Modified Bessel Function Second Kind
  • From: A
• Re: 7-th power
  • From: Robert Israel
• Re: Urysohn's Lemma in Adult Rudin
  • From: Mike
• Re: Urysohn's Lemma in Adult Rudin
  • From: The World Wide Wade
• Re: Modified Bessel Function Second Kind
  • From: Richard L. Hall
• Computing pdf from cdf
  • From: Eli Luong
• Re: Linking points on algebraic curves with class numbers
  • From: Dave Rusin
• Re: Numbers that have the same digits as their factors.
  • From: Robert Israel
• Modified Bessel Function Second Kind
  • From: A
• Re: Numbers that have the same digits as their factors.
  • From: Gerry Myerson
• Alternative to "inequality" for =< and >=
  • From: Hatto von Aquitanien
• Re: "Foundations of Analysis" by Landau - which version?
  • From: The poster formerly known as Colleyville Alan
• Re: Reading Math Books
  • From: Robert Israel
• Joint probability question
  • From: Eli Luong
• Re: Question about convention
  • From: William Elliot
• Re: Numbers that have the same digits as their factors.
  • From: William Elliot
• Re: How many way to make change for a quarter?
  • From: William Elliot
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Timothy Golden BandTechnology.com
• Re: Urysohn's Lemma in Adult Rudin
  • From: Mike
• Re: Question about convention
  • From: Ken Pledger
• Re: What are all the (important) *-morphisms?
  • From: Arturo Magidin
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Arturo Magidin
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: Every Subspace of R^N has an Orthogonal Basis?
  • From: Hatto von Aquitanien
• Re: What are all the (important) *-morphisms?
  • From: Arturo Magidin
• 7-th power
  • From: Deep
• Numbers that have the same digits as their factors.
  • From: Bill J.
• point estimation of variance
  • From: Eli Luong
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• Re: What is next in the series? 2 more Q
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• The Math Tutor's Handbook
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• The Math Tutor's Handbook
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• Re: help: proof of E(sup_n(Y_n)) < infinity
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• Re: help: proof of E(sup_n(Y_n)) < infinity
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• Re: Claim of proof of Goldbach Conjecture and Twin Prime Conjecture
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• Urysohn's Lemma in Adult Rudin
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• Re: help: proof of E(sup_n(Y_n)) < infinity
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• Re: What are all the (important) *-morphisms?
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• Re: Hilbert 16th Problem
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• Re: Claim of proof of Goldbach Conjecture and Twin Prime Conjecture
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• Re: Another probability question
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• Re: analysis!!
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• Re: Claim of proof of Goldbach Conjecture and Twin Prime Conjecture
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• Re: Knots in continuous curves
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• Upper bound for an interesting series? (application of 3^n - 2^s)
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• Re: Is there an easy way to show a transposition & n-cycle generate S_n?
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• Re: Simple versus formal proof?
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• Re: Simple Question, Don't Make Fun Please:)
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• Re: Simple versus formal proof?
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• Re: metric space, compactness
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• a file of Fermat psp(5)s up to 10^12 or higher?
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• Re: Observed elevation of a mountain peak
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• Re: Simple Question, Don't Make Fun Please:)
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• Re: Best formula
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• Re: An uncountable countable set
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• Re: Simple Question, Don't Make Fun Please:)
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• Re: Another probability question
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• Re: An uncountable countable set
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• Re: Another probability question
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• Re: metric space, compactness
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• Re: An uncountable countable set
  • From: Virgil
• Re: Simple Question, Don't Make Fun Please:)
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• Re: fractional part of the function at integer points+concave
  • From: The World Wide Wade
• Re: An uncountable countable set
  • From: Virgil
• Re: Simple Question, Don't Make Fun Please:)
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• Re: Simple versus formal proof?
  • From: Mohab
• Re: An uncountable countable set
  • From: Virgil
• Re: Another probability question
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• Claim of proof of Goldbach Conjecture and Twin Prime Conjecture
  • From: Ben Young
• Re: complex analysis 1 of 2
  • From: The World Wide Wade
• Re: metric space, compactness
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• Re: Is bisection or golden ratio section search global optimal or local optimal?
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• Re: An uncountable countable set
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• Re: " How to solve g(x, n+1) = Int { x0 to x g(x,n)dx } "
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• Re: An uncountable countable set
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• Re: Another probability question
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• Re: fractional part of the function at integer points+concave
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• Re: Another probability question
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• Re: An uncountable countable set
  • From: Virgil
• Re: What is next in the series? 2 more Q
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• Re: complex analysis 2 of 2
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• Re: An uncountable countable set
  • From: Virgil
• Another probability question
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• analysis!!
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• Simple Question, Don't Make Fun Please:)
  • From: Pious Audio
• Re: CRITICAL TORUS !!!
  • From: Timothy Golden BandTechnology.com
• Re: fractional part of the function at integer points+concave
  • From: M.J.T. Guy
• Convex functions properties
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• Re: Is this a lattice?
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• Re: S_4 group
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• Re: How to solve linear equation with linear constraints
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• Re: " How to solve g(x, n+1) = Int { x0 to x g(x,n)dx } "
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• Re: An uncountable countable set
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• Re: An uncountable countable set
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• Re: complex analysis 1 of 2
  • From: mina_world
• Re: An uncountable countable set
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• Re: An uncountable countable set
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• Re: An uncountable countable set
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• Re: " How to solve g(x, n+1) = Int { x0 to x g(x,n)dx } "
  • From: alainverghote@xxxxxxxx
• Re: An uncountable countable set
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• Re: An uncountable countable set
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• Best formula
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• Re: CRITICAL TORUS !!!
  • From: Tom
• Re: Sorry, rubbush ACII diagram
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• Re: S_4 group
  • From: Arturo Magidin
• Re: How to solve linear equation with linear constraints
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• Re: Is bisection or golden ratio section search global optimal or local optimal?
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• Re: S_4 group
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• Re: S_4 group
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• Re: S_4 group
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• Re: Fractions for .999... (aka 1)
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• Re: sin cos tan help
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• Re: complex analysis 1 of 2
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• Re: complex analysis 1 of 2
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• Re: Underground in New York and in London: where do you get lost more quickly??
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• Re: Knots in continuous curves
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• Re: Underground in New York and in London: where do you get lost more quickly??
  • From: zzbunker@xxxxxxxxxxxx
• Re: complex analysis 1 of 2
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• Re: Fractions for .999... (aka 1)
  • From: The Qurqirish Dragon
• Re: That would be really cool
  • From: Han de Bruijn
• Re: What is next in the series? 2 more Q
  • From: The Qurqirish Dragon
• Re: Are you intelligent or a dreaded fool?
  • From: Han de Bruijn
• Re: Simple versus formal proof?
  • From: Ross Clement (Email address invalid - do not use)
• Re: Simple versus formal proof?
  • From: Justin
• Re: Infinite Induction and the Limits of Curves
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• Re: Simple versus formal proof?
  • From: The Qurqirish Dragon
• Re: Simple versus formal proof?
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• Re: Infinite Induction and the Limits of Curves
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• Re: Simple versus formal proof?
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• Re: Simple versus formal proof?
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• Re: Underground in New York and in London: where do you get lost more quickly??
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• Re: Simple versus formal proof?
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• Re: new question
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• Re: Simple versus formal proof?
  • From: tamiry
• Re: Simple versus formal proof?
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• Re: Simple versus formal proof?
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• Re: What is next in the series? 2 more Q
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• Re: Simple versus formal proof?
  • From: Robert Low
• Re: Simple versus formal proof?
  • From: Mohab
• Re: Simple versus formal proof?
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• Re: Underground in New York and in London: where do you get lost more quickly??
  • From: ss54
• Re: Simple versus formal proof?
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• Re: CRITICAL TORUS !!!
  • From: Timothy Golden BandTechnology.com
• Re: Simple versus formal proof?
  • From: Mohab
• Are you intelligent or a dreaded fool?
  • From: Mr.Cools
• Re: Simple versus formal proof?
  • From: Robert Low
• Re: " How to solve g(x, n+1) = Int { x0 to x g(x,n)dx } "
  • From: G. A. Edgar
• Re: That would be really cool
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• Re: Simple versus formal proof?
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• Re: Equalizer in the category of rings
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• Re: S_4 group
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• Re: Simple versus formal proof?
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• Re: Simple versus formal proof?
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• S_4 group
  • From: mina_world
• Re: Simple versus formal proof?
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• Re: Differential form on Riemann Sphere
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• Re: Simple versus formal proof?
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• Re: Simple versus formal proof?
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• Re: Why you people are NOT pure
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• Re: Knots in continuous curves
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• That would be really cool
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• Re: Shannon's "well known" result
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• Simple versus formal proof?
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• Re: Sorry, rubbush ACII diagram
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• Re: Fractions for .999... (aka 1)
  • From: Richard Tobin
• Re: Shannon's "well known" result
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• Re: Underground in New York and in London: where do you get lost more quickly??
  • From: Larry Lard
• Re: " How to solve g(x, n+1) = Int { x0 to x g(x,n)dx } "
  • From: Duncan Muirhead
• Re: Is Analytic Geometry really Geometry?
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• Re: JSH: Why you people are NOT pure
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• Re: Underground in New York and in London: where do you get lost more quickly??
  • From: zzbunker@xxxxxxxxxxxx
• Re: Is Analytic Geometry really Geometry?
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• Re: " How to solve g(x, n+1) = Int { x0 to x g(x,n)dx } "
  • From: Patrick Coilland
• complex analysis 2 of 2
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• complex analysis 1 of 2
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• Re: analysis !
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• " How to solve g(x, n+1) = Int { x0 to x g(x,n)dx } "
  • From: alainverghote@xxxxxxxx
• fractional part of the function at integer points+concave
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• Re: CRITICAL TORUS !!!
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• Re: Underground in New York and in London: where do you get lost more quickly??
  • From: Michael Jørgensen
• probability estimates for a bird flu pandemic
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• Re: a finite group and embedding in GL_n(Z)
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• Re: Is bisection or golden ratio section search global optimal or local optimal?
  • From: Han de Bruijn
• Re: Infinite Induction and the Limits of Curves
  • From: Han de Bruijn
• Re: Is this a lattice?
  • From: Lee Rudolph
• Re: Computing a series
  • From: csimon
• Re: CRITICAL TORUS !!!
  • From: Gene Ward Smith
• Re: Shannon's "well known" result
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• Re: One is a Unit?
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• Re: Is there an easy way to show a transposition & n-cycle generate S_n?
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• Re: Versions and indistinguishability
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• Re: f(f(x)) = x + a , f - derivable
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• Re: Is there an easy way to show a transposition & n-cycle generate S_n?
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• Re: Versions and indistinguishability
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• Re: distributive property proof
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• Re: subseries
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• Re: Even more tensor trouble
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• Re: Is there an easy way to show a transposition & n-cycle generate S_n?
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• Re: Help with Optimization
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• Re: Help with Optimization
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• diFFerential-equations with symmetry that gives two invariants!
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• Re: Parity of Sum of Binomial Coefficients.
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• Re: One is a Unit?
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• Re: An uncountable countable set
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• Re: Is there an easy way to show a transposition & n-cycle generate S_n?
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• Re: An uncountable countable set
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• Re: f(f(x)) = x + a , f - derivable
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• Re: f(f(x)) = x + a , f - derivable
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• Re: An uncountable countable set
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• Re: Help with Optimization
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• Re: An uncountable countable set
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• Geometry: easy?
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• Re: Help with Optimization
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• Re: f(f(x)) = x + a , f - derivable
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• Help with Optimization
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• Re: Nth Roots of Unity And Groups
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• Nth Roots of Unity And Groups
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• Re: subseries, correction to previous
  • From: MR
• Re: Four Color Theorem
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• A trigonometric equation
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• Re: f(f(x)) = x + a , f - derivable
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• Re: f(f(x)) = x + a , f - derivable
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• Re: The Ring Of Complex Numbers Has Been Generalized
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• Re: distributive property proof
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• Re: distributive property proof
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• Re: Zermelo-Fraenkel axioms
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• Re: The Ring Of Complex Numbers Has Been Generalized
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• Re: f(f(x)) = x + a , f - derivable
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• Re: Parity of Sum of Binomial Coefficients.
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• Re: distributive property proof
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• Re: The Ring Of Complex Numbers Has Been Generalized
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• Re: Parity of Sum of Binomial Coefficients.
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• Re: subseries
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• Parity of Sum of Binomial Coefficients.
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• Re: L^p duality
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• Re: Silly Proof
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• Re: Functional calculus question
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• Re: Silly Proof
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• Re: An uncountable countable set
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• Re: An uncountable countable set
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• Re: Another Reason Why Collatz is Unprovable
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• Re: f(f(x)) = x + a , f - derivable
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• Re: f(f(x)) = x + a , f - derivable
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• Re: Functional calculus question
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• distributive property proof
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• Even more tensor trouble
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• Re: Is there an easy way to show a transposition & n-cycle generate S_n?
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• Re: An uncountable countable set
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• Re: Zermelo-Fraenkel axioms
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• Re: square root confusion
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• Re: Number of Monte-Carlo evaluations
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• Re: Functional calculus question
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• f(f(x)) = x + a , f - derivable
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• Re: JSH: SF: Simpler factoring idea, but does it work?
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• Re: trigonometric identity
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  • From: Denis Feldmann
• Re: Functional calculus question
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• Re: Exterior algebra was Re: So What's a Determinant?
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• Re: trigonometric identity
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• Re: a finite group and embedding in GL_n(Z)
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• Re: Is this integral well known?
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• Re: union convex set is not convex
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• Shannon's "well known" result
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• Re: distribution ?
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• Re: Exterior algebra was Re: So What's a Determinant?
  • From: Lee Rudolph
• Re: trigonometric identity
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• Re: One is a Unit?
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• Re: trigonometric identity
  • From: Bart
• Re: Zermelo-Fraenkel axioms
  • From: Robert Low
• Re: square root confusion
  • From: matt271829-news
• irreducible polynomial
  • From: mina_world
• Re: Another Reason Why Collatz is Unprovable
  • From: matt271829-news
• Zermelo-Fraenkel axioms
  • From: nt109nsf
• Re: Another Reason Why Collatz is Unprovable
  • From: T.H. Ray
• Re: Number of Monte-Carlo evaluations
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• Re: square root confusion
  • From: Tom
• Re: How many finite geometries are there on n points? Or is there at least
  • From: T.H. Ray
• Re: union convex set is not convex
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• Re: a finite group and embedding in GL_n(Z)
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• Re: trigonometric identity
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• trigonometric identity
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• Re: endomorphim ring of a simple module
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• Re: Is this integral well known?
  • From: Gene Ward Smith
• Re: An uncountable countable set
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• Re: An uncountable countable set
  • From: mueckenh
• Re: How many finite geometries are there on n points? Or is there at least a non-trivial upper bound for this?
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• Re: JSH: SF: Simpler factoring idea, but does it work?
  • From: Tim Peters
• Re: An uncountable countable set
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• Re: An uncountable countable set
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• Re: Is this integral well known?
  • From: Robert Low
• Re: Exterior algebra was Re: So What's a Determinant?
  • From: Gene Ward Smith
• Re: Exterior algebra was Re: So What's a Determinant?
  • From: Thomas Mautsch
• Re: Exterior algebra was Re: So What's a Determinant?
  • From: Michael Siemon
• Re: Is there an easy way to show a transposition & n-cycle generate S_n?
  • From: jaapsch
• Re: JSH: SF: Simpler factoring idea, but does it work?
  • From: Tim Peters
• Linear Regression with occasional out-of-range data
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• Re: Another Reason Why Collatz is Unprovable
  • From: Bryan Olson
• Re: Exterior algebra was Re: So What's a Determinant?
  • From: Gene Ward Smith
• Re: Does the Calculus rest on Euclid?
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• Re: Computing a series
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• Re: computing rational values of cos(x)
  • From: Randy Yates
• Re: Does the Calculus rest on Euclid?
  • From: Hatto von Aquitanien
• Re: Does the Calculus rest on Euclid?
  • From: Hatto von Aquitanien
• Re: JSH: SF: Simpler factoring idea, but does it work?
  • From: Tim Peters
• Re: subseries, correction to previous
  • From: Mike
• Re: subseries
  • From: Mike
• Re: Is this integral well known?
  • From: Nacho
• subseries
  • From: MR
• Re: computing rational values of cos(x)
  • From: Gerry Myerson
• Re: One is a Unit?
  • From: Dave Seaman
• Re: Another Reason Why Collatz is Unprovable
  • From: Craig Feinstein
• Re: One is a Unit?
  • From: James Dolan
• Re: Basic complex analysis question
  • From: The World Wide Wade
• Re: Another Reason Why Collatz is Unprovable
  • From: Craig Feinstein
• Re: An uncountable countable set
  • From: Virgil
• Re: Is this integral well known?
  • From: Gene Ward Smith
• Is this integral well known?
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• Re: Basic complex analysis question
  • From: Gene Ward Smith
• Re: Does the Calculus rest on Euclid?
  • From: Gene Ward Smith
• Re: One is a Unit?
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• Re: An uncountable countable set
  • From: Virgil
• Re: Another Reason Why Collatz is Unprovable
  • From: T.H. Ray
• One is a Unit?
  • From: dtfoster
• Re: Basic complex analysis question
  • From: Dik T. Winter
• Re: An uncountable countable set
  • From: Virgil
• Re: square root confusion
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• Watch Adult TV, Sports, Worldcup
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• My own Monty Hall explanation
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• Re: analysis..
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• Understanding the general from of a conic as it relates to standard form equations - Grade 11
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• Re: JSH: Those damn fools, math is before us
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• Re: DOES MATHS HAVE ALL ANSWERS?
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• Re: Constructions of Real Numbers
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• analysis..
  • From: mina_world
• Re: How to find certain integer triples?
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• Re: JSH: SF: Using square root ambiguity to factor
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• Re: How to find certain integer triples?
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• Re: How to find certain integer triples?
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• Re: Why is this true
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• Simple proof of FLT ?
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• Re: Constructions of Real Numbers
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• Re: DOES MATHS HAVE ALL ANSWERS?
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• How to find certain integer triples?
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• looking at mean, mode, and median
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• Re: JSH: Those damn fools, math is before us
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• Are all subsets of affine space quasi-compact (in the Zariski topology) ?
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• Re: JSH: Those damn fools, math is before us
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• Factorial Question
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• JSH: Those damn fools, math is before us
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• Re: particular solution of the differential equation
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• particular solution of the differential equation
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• Re: Constructions of Real Numbers
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• Constructions of Real Numbers
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• Re: CRITICAL TORUS !!!
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• is Poisson process also Markov process ?
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• ((p-3)/2)! mod p
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• DOES MATHS HAVE ALL ANSWERS?
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• Re: orthogonal matrix+decomposition
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• Re: Prove this
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• problem - help me please
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• computing rational values of cos(x)
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• Re: A little programming help...
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• Re: Anybody got an IQ over 20 here?
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• A little programming help...
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• Re: Prove this
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• Re: JSH: SF: Using square root ambiguity to factor
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• Re: Truncated icosahedron and dodecahedron
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• Re: JSH: SF: Using square root ambiguity to factor
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• Re: The Ring Of Complex Numbers Has Been Generalized
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• Re: The Ring Of Complex Numbers Has Been Generalized
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• Re: The Ring Of Complex Numbers Has Been Generalized
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• Re: Looking for feedback for a True/False question from a practice qual
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• Re: CRITICAL TORUS !!!
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• SoA Press Release "Young Mother and Child Longevity"
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• Prove this
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• The Ring Of Complex Numbers Has Been Generalized
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Can you do it?
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• Fermat's Last Theorem and infinite descent
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• Re: What to call the component structure of a tensor?
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• Re: Another Reason Why Collatz is Unprovable
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• Re: How 3=2
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• Re: Does such strange function exist (nondiff yet cont)?
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• Re: Is Infinity A Divisor Of n?
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Simple proof of FLT: Why is it impossible?
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• Re: Distance between segments
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• Re: CRITICAL TORUS !!!
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• Re: Is 1/(x-a)^2 locally Lipschitz continuous?
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Does such strange function exist (nondiff yet cont)?
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• Re: Does such strange function exist (nondiff yet cont)?
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• Unexpected shot for FLT !
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• Re: CRITICAL TORUS !!!
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• Re: Is 1/(x-a)^2 locally Lipschitz continuous?
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• L^p duality
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Does such strange function exist (nondiff yet cont)?
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• Re: Is 1/(x-a)^2 locally Lipschitz continuous?
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Is 1/(x-a)^2 locally Lipschitz continuous?
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• Re: Is 1/(x-a)^2 locally Lipschitz continuous?
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• Re: FACTORIALS BY Algorithm -please comment
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• updating sums
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• FACTORIALS BY Algorithm -please comment
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• Re: Does such strange function exist (nondiff yet cont)?
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• Another doubt about Laplace transform
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• Re: Does such strange function exist (nondiff yet cont)?
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• Re: Maple experts, who are they?
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• Re: Another Reason Why Collatz is Unprovable
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• Re: CRITICAL TORUS !!!
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• Re: Is 1/(x-a)^2 locally Lipschitz continuous?
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• Re: Is 1/(x-a)^2 locally Lipschitz continuous?
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• Laplace transform
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• Re: Is Infinity A Divisor Of n?
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• Re: Homomorphism
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• Re: Does such strange function exist (nondiff yet cont)?
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• Re: Does such strange function exist (nondiff yet cont)?
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• Re: Does such strange function exist (nondiff yet cont)?
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• Re: Connecting semi-circles
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• Re: Does such strange function exist (nondiff yet cont)?
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• Is 1/(x-a)^2 locally Lipschitz continuous?
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• Re: Single player game theory?
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• Re: Is 1/(x-a)^2 locally Lipschitz continuous?
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Does such strange function exist (nondiff yet cont)?
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• Re: Connecting semi-circles
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• Re: Demostration about f^{-1}(\emptyset)=A - Dom(f)
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• Re: Does such strange function exist (nondiff yet cont)?
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• Re: Another Reason Why Collatz is Unprovable
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• Does such strange function exist (nondiff yet cont)?
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• Re: Does such strange function exist (nondiff yet cont)?
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• Re: Axioms or 'Taxioms'?
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• Re: Axioms or 'Taxioms'?
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• Re: Axioms or 'Taxioms'?
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• Re: CRITICAL TORUS !!!
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• Re: Axioms or 'Taxioms'?
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• Re: arithmétique
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• arithmétique
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• Re: Axioms or 'Taxioms'?
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• Re: Pls. help to count probabilities
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• Re: JSH: To Decker and Peters
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• Pls. help to count probabilities
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• Re: Maple experts, who are they?
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• Re: JSH: To Decker and Peters
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• Re: Another Reason Why Collatz is Unprovable
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• Calculus Homework Help
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• Re: JSH: SF: Using square root ambiguity to factor
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• Re: What to call the component structure of a tensor?
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• Re: Homeomorphism
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• Re: CRITICAL TORUS !!!
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• Re: To Decker and Peters
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• Re: Axioms or 'Taxioms'?
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• Re: JSH: To Decker and Peters
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• Re: JSH: To Decker and Peters
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• Re: CRITICAL TORUS !!!
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• Re: What to call the component structure of a tensor?
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• Re: To Decker and Peters
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• Re: What to call the component structure of a tensor?
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• JSH: To Decker and Peters
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• Re: What to call the component structure of a tensor?
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• Re: Axioms or 'Taxioms'?
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• Re: Axioms or 'Taxioms'?
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• Re: What to call the component structure of a tensor?
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• Re: A Formula for T^k(n): Was: Re: Another Reason Why Collatz is Unprovable
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• Re: Another Reason Why Collatz is Unprovable
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• Re: asymptotic evaluation of an integral
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• Re: Residue Number System Arithmetic
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• Transit ridership to demographics
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• Re: Another Reason Why Collatz is Unprovable
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• Re: JSH: So they lied
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• Re: Axioms or 'Taxioms'?
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• Re: JSH: So they lied
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• Re: JSH: So they lied
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• Re: CRITICAL TORUS !!!
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• Re: uniformly equicontinuous
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• Re: Connecting semi-circles
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• Re: CRITICAL TORUS !!!
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• Re: CRITICAL TORUS !!!
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• Re: What is compact set?
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• stochastic question from cryptography
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• Re: JSH: So they lied
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• Re: Axioms or 'Taxioms'?
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• Re: Axioms or 'Taxioms'?
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• Re: Axioms or 'Taxioms'?
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• Re: JSH: So they lied
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• Homeomorphism
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• Residue Number System Arithmetic
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• Re: Demostration about f^{-1}(\emptyset)=A - Dom(f)
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Another Reason Why Collatz is Unprovable
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• Re: What is compact set?-
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Demostration about f^{-1}(\emptyset)=A - Dom(f)
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Another Reason Why Collatz is Unprovable
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• Re: What is compact set?
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• Re: Another Reason Why Collatz is Unprovable
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• Re: What to call the component structure of a tensor?
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• Re: sum of cosines-
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• <a href="http://your-metronidazole.0catch.com">metronidazole</a>
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• <a href="http://your-metronidazole.0catch.com">metronidazole</a>
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• Re: Demostration about f^{-1}(\emptyset)=A - Dom(f)
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• Re: very nice math video
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• What to call the component structure of a tensor?
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• Re: sum of cosines
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• What is compact set?
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• Re: Distance between segments
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• Re: Renormalization of Equality
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• Re: sum of cosines
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• Re: sum of cosines
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• Re: sum of cosines
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• Re: Axioms or 'Taxioms'?
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• Re: Another Reason Why Collatz is Unprovable
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• Re: So they lied
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• Re: How 3=2
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• Re: How 3=2
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• How 3=2
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• Re: Demostration about f^{-1}(\emptyset)=A - Dom(f)
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• Re: sum of cosines
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• Re: Connecting semi-circles
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• Re: Axioms or 'Taxioms'?
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Another Reason Why Collatz is Unprovable
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• Connecting semi-circles
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• sum of cosines
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• Curious properties of j-function formulas
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• Re: Axioms or 'Taxioms'?
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• Axioms or 'Taxioms'?
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• Re: point yes/no within a specific area
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• point yes/no within a specific area
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• Re: Defining a cumulative distribution function
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• Re: Another Reason Why Collatz is Unprovable
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• Re: uniformly equicontinuous
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• Re: Defining a cumulative distribution function
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• Defining a cumulative distribution function
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• Re: uniformly equicontinuous
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• uniformly equicontinuous
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• Re: SATANIC JEWISH NEW WORLD ORDER: SATAN COMES HOME TO ROOST!!
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• ? solving outgoing Helmholtz eqn using fft
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• Re: Binomial and hypergeometric distributions
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• Binomial and hypergeometric distributions
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• Re: CRITICAL TORUS !!!
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• Re: Continuous maps and open/closed sets
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• Re: Affine and projective manifolds
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• Re: 3-Variable Polynomial = Square
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• Re: 3-Variable Polynomial = Square
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• Re: But what is truth?
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• Re: Another Reason Why Collatz is Unprovable
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• Re: But what is truth?
  • From: The Last Danish Pastry
• Re: 3-Variable Polynomial = Square
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• Re: Another Reason Why Collatz is Unprovable
  • From: mensanator@xxxxxxxxxxx
• generalized standard form for a conjecture
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• Re: 3-Variable Polynomial = Square
  • From: Dale Shoults
• Re: Find all solutions of a^4 - 4 a^2 b^2 + b^4 = square
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Multiplication and addition differ by zero
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• Holder / L^p regularity
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• Re: Another Reason Why Collatz is Unprovable
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• Re: simple homeomorphism
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• Re: Addition of complex roots
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• Re: asymptotic evaluation of an integral
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• Re: CRITICAL TORUS !!!
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• Re: Addition of complex roots
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• Re: Homomorphism
  • From: Arturo Magidin
• Re: 3-Variable Polynomial = Square
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Getting into a top level grad school
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• Re: simple homeomorphism
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Basic Complex Analysis Question
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• Re: Basic Complex Analysis Question
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Basic Complex Analysis Question
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• Re: JSH: But what is truth?
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• Re: Getting into a top level grad school
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• Re: 3-Variable Polynomial = Square
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• Re: ball surface integral
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• Affine and projective manifolds
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• Re: Find all solutions of a^4 - 4 a^2 b^2 + b^4 = square
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• Re: ball surface integral
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• Basic Complex Analysis Question
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• simple homeomorphism
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• Re: Demostration about f^{-1}(\emptyset)=A - Dom(f)
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• Re: asymptotic evaluation of an integral
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• Is this space a Hausdorff space?
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• Re: A basic question on real numbers
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• Demostration about f^{-1}(\emptyset)=A - Dom(f)
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• Re: Getting into a top level grad school
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• ball surface integral
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• Re: Addition of complex roots
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• Re: IT IS A MATHIMATICAL PHENOM, $5000 IN 7 DAYS RUN THESE FIGURES
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• Re: asymptotic evaluation of an integral
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• Re: Getting into a top level grad school
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• Re: Weirdest graph?
  • From: Dave L. Renfro
• Re: Addition of complex roots
  • From: Robert Israel
• Re: Another Reason Why Collatz is Unprovable
  • From: ldb
• Re: Multiplication and addition differ by zero
  • From: Virgil
• Re: Addition of complex roots
  • From: MTD
• Re: Find all solutions of a^4 - 4 a^2 b^2 + b^4 = square
  • From: Dale Shoults
• Re: Addition of complex roots
  • From: Peter L. Montgomery
• Re: Another Reason Why Collatz is Unprovable
  • From: Craig Feinstein
• Re: JSH: But what is truth?
  • From: Tim Peters
• Re: Generalize Scalar Functions on Matrices
  • From: Robert Israel
• Re: functional equation+derivable
  • From: Robert Sheskey
• Re: JSH: SF: Finally useful theory?
  • From: Tim Peters
• Re: Another Reason Why Collatz is Unprovable
  • From: Craig Feinstein
• Re: Extensions of modules
  • From: Derek Holt
• Re: A more intuitive and simple way of thinking about the Monty Hall problem
  • From: Ben Rudiak-Gould
• Addition of complex roots
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: Another Reason Why Collatz is Unprovable
  • From: GJ Woeginger
• Re: Another Reason Why Collatz is Unprovable
  • From: Craig Feinstein
• Re: Another Reason Why Collatz is Unprovable
  • From: Craig Feinstein
• Re: Is Infinity A Divisor Of n?
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• Re: Weirdest graph?
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• Re: A basic question on real numbers
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• Re: Single player game theory?
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• Re: asymptotic evaluation of an integral
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• Re: Is Infinity A Divisor Of n?
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• Re: Single player game theory?
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• Re: elementary set theory
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• Re: A basic question on real numbers
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• Re: asymptotic evaluation of an integral
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• Re: when can I replace this inf by min?
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• Re: how to calculate/list all fit values
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• Re: Internal Bisectors of a Triangle
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• asymptotic evaluation of an integral
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• Re: CRITICAL TORUS !!!
  • From: Timothy Golden BandTechnology.com
• Single player game theory?
  • From: makc . the . great
• Re: Continuous maps and open/closed sets
  • From: William Elliot
• Re: CRITICAL TORUS !!!
  • From: Timothy Golden BandTechnology.com
• Re: elementary set theory
  • From: William Elliot
• Re: Multiplication and addition differ by zero
  • From: Dik T. Winter
• Re: Extensions of modules
  • From: Michael Knudsen
• Re: Continuous maps and open/closed sets
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• Re: Multiplication and addition differ by zero
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• Re: when can I replace this inf by min?
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• Re: Is Infinity A Divisor Of n?
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• Re: elementary set theory
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• Re: Homomorphism
  • From: Shmuel (Seymour J.) Metz
• Re: Homomorphism
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• Re: Generalize Scalar Functions on Matrices
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
  • From: Shmuel (Seymour J.) Metz
• Re: A basic question on real numbers
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• Re: Why is this true
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• Re: Continuous maps and open/closed sets
  • From: David C . Ullrich
• Re: when can I replace this inf by min?
  • From: David C . Ullrich
• Re: Multiplication and addition differ by zero
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• Re: function with compact support and it's Fourier transform
  • From: David C . Ullrich
• Re: Continuous maps and open/closed sets
  • From: William Elliot
• Re: But what is truth?
  • From: David C . Ullrich
• Re: JSH: But what is truth?
  • From: David C . Ullrich
• Re: Derivatives of Bessel functions?
  • From: David C . Ullrich
• Re: A basic question on real numbers
  • From: aone1504
• Re: Continuous maps and open/closed sets
  • From: Stephen J. Herschkorn
• Re: Convergence problem
  • From: Han . deBruijn
• Re: Continuous maps and open/closed sets
  • From: Robert Low
• Re: Extensions of modules
  • From: Derek Holt
• Continuous maps and open/closed sets
  • From: newsgroups.reader@xxxxxxxxx
• Re: A basic question on real numbers
  • From: Robert Low
• Re: Another Reason Why Collatz is Unprovable
  • From: T.H. Ray
• Re: JSH: But what is truth?
  • From: T.H. Ray
• Re: A basic question on real numbers
  • From: aone1504
• Re: But what is truth?
  • From: Larry Lard
• Re: But what is truth?
  • From: MTD
• when can I replace this inf by min?
  • From: diegotorquemada
• very nice math video
  • From: 1gentle . giant
• Minimum set of constraints in linear optimisation problem
  • From: Alec . Edgington
• Distance between segments
  • From: zaknospam@xxxxxxxxx
• Weirdest graph?
  • From: mike4ty4
• Re: CRITICAL TORUS !!!
  • From: Gene Ward Smith
• Extensions of modules
  • From: Michael Knudsen
• Re: Lipschitz continuity
  • From: Konrad Viltersten
• Re: CRITICAL TORUS !!!
  • From: Chip Eastham
• Re: But what is truth?
  • From: Denis Feldmann
• Re: JSH: But what is truth?
  • From: Denis Feldmann
• Re: Multiplication and addition differ by zero
  • From: Arturo Magidin
• Re: JSH: But what is truth?
  • From: Gib Bogle
• Correction:Re: Multiplication and addition differ by zero
  • From: Hatto von Aquitanien
• Re: Multiplication and addition differ by zero
  • From: Hatto von Aquitanien
• Re: CRITICAL TORUS !!!
  • From: tommy1729
• Re: independence of multiple events
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• Re: independence of multiple events
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• Re: independence of multiple events
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• Re: Generalize Scalar Functions on Matrices
  • From: Virgil
• Re: Is Infinity A Divisor Of n?
  • From: Ross A. Finlayson
• independence of multiple events
  • From: Eli Luong
• Re: probability venn diagram question
  • From: Eli Luong
• Re: CRITICAL TORUS !!!
  • From: tommy1729
• Can you crack the Code?
  • From: thewwwcode
• Re: JSH: So quiet, new factoring method or not?
  • From: tommy1729
• Re: JSH: SF: Finally useful theory?
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• Re: how to calculate/list all fit values
  • From: mensanator@xxxxxxxxxxx
• Re: JSH: Finally useful theory?
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• Re: Is this a proof?
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• Re: Is Infinity A Divisor Of n?
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• Re: But what is truth?
  • From: Gerry Myerson
• Generalize Scalar Functions on Matrices
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• Re: how to calculate/list all fit values
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• Re: Calculating a mean angle
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• Re: JSH: But what is truth?
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• Re: But what is truth?
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• Re: JSH: SF: Finally useful theory?
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• Re: But what is truth?
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• Re: l i t tle - he l p
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• Re: l i t tle - he l p
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• Re: Multiplication and addition differ by zero
  • From: Virgil
• Re: probability venn diagram question
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• Re: l i t tle - he l p
  • From: The World Wide Wade
• Re: But what is truth?
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• Re: Derivatives of Bessel functions?
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• l i t tle - he l p
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• Re: Derivatives of Bessel functions?
  • From: Gene Ward Smith
• probability venn diagram question
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• Re: Multiplication and addition differ by zero
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• Re: Is Infinity A Divisor Of n?
  • From: Lee Rudolph
• Re: Is this a proof?
  • From: Proginoskes
• Re: Another Reason Why Collatz is Unprovable
  • From: Proginoskes
• Re: A Formula for T^k(n): Was: Re: Another Reason Why Collatz is Unprovable
  • From: Proginoskes
• Re: JSH: SF: Finally useful theory?
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• Re: Complex numbers inequality
  • From: mirthis
• Re: Is Infinity A Divisor Of n?
  • From: Bill Dubuque
• conjecture: p-adics analysis = Real Analysis + variance Re: where biology becomes mathematics
  • From: a_plutonium
• Re: Superposition of solutions in PDF
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• Re: Does the Calculus rest on Euclid?
  • From: Gene Ward Smith
• Re: Is Infinity A Divisor Of n?
  • From: Bill Dubuque
• Re: But what is truth?
  • From: Dave Seaman
• Re: Multiplication and addition differ by zero
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• Re: how to calculate/list all fit values
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• Re: But what is truth?
  • From: Denis Feldmann
• Re: But what is truth?
  • From: mensanator@xxxxxxxxxxx
• how to calculate/list all fit values
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• Re: Multiplication and addition differ by zero
  • From: Arturo Magidin
• Re: Is Infinity A Divisor Of n?
  • From: mensanator@xxxxxxxxxxx
• Re: But what is truth?
  • From: Tim Peters
• Re: Complex numbers inequality
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• Multiplication and addition differ by zero
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• Re: But what is truth?
  • From: Virgil
• Re: function with compact support and it's Fourier transform
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• Re: function with compact support and its Fourier transform
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• Re: stat question
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• Re: diagonal & side-bisectors in parallelogram
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• Re: A basic question on real numbers
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• Re: Find all solutions of a^4 - 4 a^2 b^2 + b^4 = square
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• Re: Is Infinity A Divisor Of n?
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• Re: A basic question on real numbers
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• Re: Does the Calculus rest on Euclid?
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• Re: Does the Calculus rest on Euclid?
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• Re: Is Infinity A Divisor Of n?
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• Re: Infinity
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• Re: Is Infinity A Divisor Of n?
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• Re: Superposition of solutions in PDF
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• Re: Find all solutions of a^4 - 4 a^2 b^2 + b^4 = square
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• Re: But what is truth?
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• Re: But what is truth?
  • From: Denis Feldmann
• Re: Is Infinity A Divisor Of n?
  • From: Lee Rudolph
• Re: Complex numbers inequality
  • From: Falagar
• Re: Is Infinity A Divisor Of n?
  • From: Ross Clement (Email address invalid - do not use)
• Re: Vertex/Intersection Polygon Game
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• function with compact support and it's Fourier transform
  • From: eugene
• Complex numbers inequality
  • From: mirthis
• Re: Is Infinity A Divisor Of n?
  • From: Leroy Quet
• Re: But what is truth?
  • From: The Last Danish Pastry
• Re: Japanese Temple Geometry
  • From: Hero
• Re: Pet Ownership - Killing Through Kindness
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• Re: JSH: But what is truth?
  • From: amzoti
• Re: Does the Calculus rest on Euclid?
  • From: Robert J. Kolker
• Re: Is Infinity A Divisor Of n?
  • From: mathedman
• Re: A basic question on real numbers
  • From: David C . Ullrich
• Re: 3-Variable Polynomial = Square
  • From: Dale Shoults
• Is this a proof?
  • From: Dan
• Re: Lipschitz continuity
  • From: Dave L. Renfro
• Re: Superposition of solutions in PDF
  • From: Lenore
• Re: cross/dot product question
  • From: martin dowd
• Re: Another Reason Why Collatz is Unprovable
  • From: Craig Feinstein
• Re: A basic question on real numbers
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• Re: JSH: Listening to investors
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• Re: Lipschitz continuity
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• Re: A basic question on real numbers
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• Re: A basic question on real numbers
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• Re: Homomorphism
  • From: Lot-o-fun
• Re: A basic question on real numbers
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• Re: CRITICAL TORUS !!!
  • From: Timothy Golden BandTechnology.com
• Re: Matrix form for polysign product
  • From: Timothy Golden BandTechnology.com
• Re: Infinity
  • From: G.E. Ivey
• Re: Lipschitz continuity
  • From: David C . Ullrich
• Re: Lipschitz continuity
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• Re: JSH: But what is truth?
  • From: David C . Ullrich
• Re: Infinity
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• Re: A basic question on real numbers
  • From: David C . Ullrich
• Re: IT IS A MATHIMATICAL PHENOM, $5000 IN 7 DAYS RUN THESE FIGURES
  • From: Ross Clement (Email address invalid - do not use)
• Re: A basic question on real numbers
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• Re: Calculating a mean angle
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• Re: JSH: But what is truth?
  • From: Aatu Koskensilta
• Re: Calculating a mean angle
  • From: alainverghote@xxxxxxxx
• Re: Does the Calculus rest on Euclid?
  • From: Robert Low
• Re: IT IS A MATHIMATICAL PHENOM, $5000 IN 7 DAYS RUN THESE FIGURES
  • From: MTD
• Re: IT IS A MATHIMATICAL PHENOM, $5000 IN 7 DAYS RUN THESE FIGURES
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• Re: IT IS A MATHIMATICAL PHENOM, $5000 IN 7 DAYS RUN THESE FIGURES
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• Re: Does the Calculus rest on Euclid?
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• Re: diagonal & side-bisectors in parallelogram
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• Re: Does the Calculus rest on Euclid?
  • From: Hatto von Aquitanien
• Re: Calculating a mean angle
  • From: Duncan Muirhead
• Re: Calculating a mean angle
  • From: Stan Liou
• Re: Infinity
  • From: MTD
• Re: Cauchy method of residues for double integrals ?
  • From: JH
• Infinity
  • From: Matlock
• Re: JSH: But what is truth?
  • From: MTD
• Re: IT IS A MATHIMATICAL PHENOM, $5000 IN 7 DAYS RUN THESE FIGURES
  • From: Ross Clement (Email address invalid - do not use)
• IT IS A MATHIMATICAL PHENOM, $5000 IN 7 DAYS RUN THESE FIGURES
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• Re: Is Infinity A Divisor Of n?
  • From: Abstract Dissonance
• Re: sqrt(exp(x^2)-1) - a very positive function?
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• Re: sqrt(exp(x^2)-1) - a very positive function?
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• Re: A basic question on real numbers
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• Re: interesting differential equations problem
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• Calculating a mean angle
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• Re: JSH: But what is truth?
  • From: Bob Terwilliger
• Re: Is Infinity A Divisor Of n?
  • From: Gerry Myerson
• Lipschitz continuity
  • From: Konrad Viltersten
• Re: JSH: SF: Finally useful theory?
  • From: Tim Peters
• Re: JSH: But what is truth?
  • From: Aatu Koskensilta
• Re: Lipschitz continuity
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• Re: JSH: But what is truth?
  • From: Gene Ward Smith
• Re: sqrt(exp(x^2)-1) - a very positive function?
  • From: Peter L. Montgomery
• JSH: But what is truth?
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• Re: Matrix
  • From: ADM
• Re: cross/dot product question
  • From: ADM
• Re: Need help with the probability question?
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• Re: Search in equations
  • From: Chip Eastham
• sqrt(exp(x^2)-1) - a very positive function?
  • From: glenbarnett
• Re: cross/dot product question
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• Re: interesting differential equations problem
  • From: Dave Rusin
• Re: Another Reason Why Collatz is Unprovable
  • From: T.H. Ray
• Re: Is Infinity A Divisor Of n?
  • From: Abstract Dissonance
• Re: JSH: Finally useful theory?
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• Re: Does the Calculus rest on Euclid?
  • From: Virgil
• Re: Does the Calculus rest on Euclid?
  • From: Virgil
• Re: differential equation
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• Re: Does the Calculus rest on Euclid?
  • From: Hatto von Aquitanien
• Re: Does the Calculus rest on Euclid?
  • From: Gene Ward Smith
• Re: Search in equations
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• Re: JSH: So I lose
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• Re: Does the Calculus rest on Euclid?
  • From: Hatto von Aquitanien
• Re: Is Infinity A Divisor Of n?
  • From: Virgil
• Re: Is Infinity A Divisor Of n?
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• Re: Is Infinity A Divisor Of n?
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• Re: JSH: Finally useful theory?
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• Re: Questions about probability functions
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• Re: Japanese Temple Geometry
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• Re: differential equation+even
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• Re: Superposition of solutions in PDF
  • From: Robert Israel
• Re: Japanese Temple Geometry
  • From: gmarkowsky
• Re: JSH: So I lose
  • From: litsohate
• Re: Matrix
  • From: Ken Pledger
• Re: JSH: Hyperbolas, parabolas
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• Re: Is Infinity A Divisor Of n?
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• Re: Derivatives of Bessel functions?
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• Re: Murder in the name of the rose
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• Re: JSH: Hyperbolas, parabolas
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• Re: Goedel's Proof and Transfinity
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• Re: Does the Calculus rest on Euclid?
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• Re: CRITICAL TORUS !!!
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• Re: diagonal & side-bisectors in parallelogram
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• Re: Is Infinity A Divisor Of n?
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• Re: JSH: So I lose
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• Re: Find all solutions of a^4 - 4 a^2 b^2 + b^4 = square
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• Is Infinity A Divisor Of n?
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• Vertex/Intersection Polygon Game
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• Re: CRITICAL TORUS !!!
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• Re: Matrix
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• Re: Goedel's Proof and Transfinity
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• Re: Funny wrong proofs
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• Re: Does the Calculus rest on Euclid?
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• cross/dot product question
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• Re: CRITICAL TORUS !!!
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• Goedel's Proof and Transfinity
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• Re: Does the Calculus rest on Euclid?
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• Force/Torque required to coil spring around mandrel.
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: does a mean vector exist?- Correction
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• Re: Something a little more lighthearted!
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• CRITICAL TORUS !!!
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• Re: OT: Soduko takes the country by storm!
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• Re: exam results
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• Re: Another question for you - sample spaces
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• OMEGA of the thermal field, T=2.7 K is 2/3
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• Re: Derivatives of Bessel functions?
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• Realization of homomorphisms of measure algebras
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• Find all solutions of a^4 - 4 a^2 b^2 + b^4 = square
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• Re: Cauchy method of residues for double integrals ?
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• Re: THE MATRIX IS PERFECT MORE COMPLEX THEN THE UNIVERSE and if you took a
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• Re: Questions about probability functions
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• Re: Another Reason Why Collatz is Unprovable
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• Re: question about quaternions-
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• Re: Does the Calculus rest on Euclid?
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• Re: A basic question on real numbers
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• Another question for you - sample spaces
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• Re: Questions about probability functions
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• Re: Prime number distribution
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• Re: JSH: SF might work, bad luck?
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• Re: Prime number distribution
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• Re: Need an an example of a function
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• Re: JSH: SF might work, bad luck?
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• Re: A basic question on real numbers
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• Prime number distribution
  • From: jt64
• Cauchy method of residues for double integrals ?
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• Re: Ulam's Rose
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• Re: A basic question on real numbers
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• Re: Ulam's Rose
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• Re: Why is this true
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• Re: Membership in a polynomial ring
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• Re: So I lose
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• Re: Ulam's Rose
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• Re: JSH: SF might work, bad luck?
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• Re: Membership in a polynomial ring
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• differential equation+even
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• Re: Membership in a polynomial ring
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• Re: Ulam's Rose
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• Re: Membership in a polynomial ring
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• Re: A basic question on real numbers
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• Re: A basic question on real numbers
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• A basic question on real numbers
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• Re: An Optimization problem
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• Superposition of solutions in PDF
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• Re: Ulam's Rose
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• Re: Another Reason Why Feinstein's Proof is Incorrect
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• Re: Membership in a polynomial ring
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• Re: Ulam's Rose
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• Re: Murder in the name of the rose
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• Re: perelman poincare proof looks really solid
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• Murder in the name of the rose
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• Murder in the name of the rose
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• Re: Convergence problem
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• New mathematics/physical sciences positions at http://jobs.phds.org, June 12, 2006
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• Re: JSH: So I lose
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• Re: JSH: So I lose
  • From: Bertie Reed
• Ulam's Rose
  • From: jt64
• Re: Proofs by induction and infinity
  • From: Ross Clement (Email address invalid - do not use)
• Ulam's Rose
  • From: jt64
• Re: Matrix
  • From: Linda
• Re: does a mean vector exist?
  • From: kunzmilan
• Re: JSH: SF might work, bad luck?
  • From: The Last Danish Pastry
• Re: Japanese Temple Geometry
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• Re: Reed Solomon encoding
  • From: Jyrki Lahtonen
• Re: Matrix
  • From: kunzmilan
• Re: Provinf bounded variation
  • From: Konrad Viltersten
• Re: ELO system
  • From: Hans Aberg
• Matrix
  • From: Matlock
• Matrix
  • From: Matlock
• Matrix
  • From: Matlock
• Re: Help with solving a simple black box of two inputs...
  • From: Robert Israel
• Re: probability: inseparable events, multiple trials
  • From: AllenTechServices
• Re: JSH: Finally useful theory?
  • From: Tim Peters
• Re: Why is this true
  • From: Narcoleptic Insomniac
• Re: Why is this true
  • From: The World Wide Wade
• Re: Difficult limit question from an analysis qual
  • From: The World Wide Wade
• Re: general proof question
  • From: Stan Liou
• Difficult limit question from an analysis qual
  • From: Snis Pilbor
• Re: Why is this true
  • From: Stan Liou
• Re: Arranging m objects into n piles
  • From: Narcoleptic Insomniac
• general proof question
  • From: vsgdp
• Re: Arranging m objects into n piles
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• Re: Cookbook for Ito calculus
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• Why is this true
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• minimal anisomorphism
  • From: SysTom
• Re: Need an an example of a function
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• Arranging m objects into n piles
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• Re: JSH: Finally useful theory?
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• Re: Integer solutions
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• Integer solutions
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• Re: THE MATRIX IS PERFECT MORE COMPLEX THEN THE UNIVERSE and if you took a
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• Re: Need an an example of a function
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• Re: JSH: Hyperbolas, parabolas
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• Re: Need help with the probability question?
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• Re: JSH: Finally useful theory?
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• Re: Need an an example of a function
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• Re: Need an an example of a function
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• Re: So I lose
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• Re: Need an an example of a function
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• Re: Need an an example of a function
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• Re: Need an an example of a function
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• Re: A place for the curious, critical and bored.
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• Re: THE MATRIX IS PERFECT MORE COMPLEX THEN THE UNIVERSE and if you took a
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: Need an an example of a function
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• Re: Need an an example of a function
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• Re: JSH: So I lose
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: Singular Value Decomposition
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• Need an an example of a function
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• Re: A place for the curious, critical and bored.
  • From: Ken Pledger
• Re: Proofs by induction and infinity
  • From: Ken Pledger
• Re: JSH: So I lose
  • From: fishfry
• Re: Simpson Integration - a specific problem
  • From: Robert Israel
• Re: So I lose
  • From: The Last Danish Pastry
• Re: uniform convergence
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• Japanese Temple Geometry
  • From: gmarkowsky
• uniform convergence
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• Re: S^n x |R parallelizable
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• Need help with the probability question?
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• Re: S^n x |R parallelizable
  • From: konstantin . schaedler
• Re: JSH: So I lose
  • From: Matthijs Hebly
• Re: probability: inseparable events, multiple trials
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• Re: S^n x |R parallelizable
  • From: Lee Rudolph
• Re: A more intuitive and simple way of thinking about the Monty Hall problem
  • From: Phil Carmody
• Re: probability: inseparable events, multiple trials
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• probability: inseparable events, multiple trials
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• S^n x |R parallelizable
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• Re: question about quaternions
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• Re: Provinf bounded variation
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• Re: Example+Fourier transform
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• Re: Singular Value Decomposition
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• Re: So I lose
  • From: John
• Re: So I lose
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• Re: THE MATRIX IS PERFECT MORE COMPLEX THEN THE UNIVERSE and if you took a
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• Re: JSH: SF might work, bad luck?
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• Re: Membership in a polynomial ring
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• JSH: So I lose
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: JSH: Hyperbolas, parabolas
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
  • From: Mike Kelly
• Singular Value Decomposition
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• Re: Provinf bounded variation
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• THE MATRIX IS PERFECT MORE COMPLEX THEN THE UNIVERSE and if you took a
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• Re: question about quaternions
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• Re: basic question on affine algebraic varieties
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: Homomorphism
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• Re: orthogonal matrix+decomposition
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: Membership in a polynomial ring
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• Re: Homomorphism
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• Re: orthogonal matrix+decomposition
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• Re: Need some help with digits...
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Cookbook for Ito calculus
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• Re: L^2 with a complex measure
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• Re: Provinf bounded variation
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• Re: Need some help with digits...
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• question about quaternions
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• Re: Homomorphism
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• are operators on complete distributive lattices continuous?
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• Re: Membership in a polynomial ring
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• Membership in a polynomial ring
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• Re: basic question on affine algebraic varieties
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• Homomorphism
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• Example+Fourier transform
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• Re: JSH: Hyperbolas, parabolas
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• Re: Looking for a surjection or R^2
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• Re: Another Reason Why Feinstein's Proof is Incorrect
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• Re: Looking for a surjection or R^2
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• Re: Provinf bounded variation
  • From: Konrad Viltersten
• Re: Does the Calculus rest on Euclid?
  • From: David C . Ullrich
• Some examples in elementary ergodic theory.
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• Re: JSH: SF might work, bad luck?
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• Re: a finite group and embedding in GL_n(Z)
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• a finite group and embedding in GL_n(Z)
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• Topological Groups
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• Re: Need some help with digits...
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• Re: Provinf bounded variation
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• Re: orthogonal matrix+decomposition
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• Re: Internal Bisectors of a Triangle
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• Provinf bounded variation
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• Re: functional equation+derivable
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• Re: functional equation+derivable
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: functional equation+derivable
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• Re: It looks simple but..
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: functional equation+derivable
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: DO NOT REPLY TO JAMES HARRIS!!!!!!!
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• Re: Looking for a surjection or R^2
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• Re: Need some help with digits...
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• functional equation+derivable
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: A number-theoretic inquiry
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• Re: SF: More equations to check, no claims
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• Re: Surrogate factoring, dead idea
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• Re: Need some help with digits...
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• Re: JSH: Hyperbolas, parabolas
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• Re: basic question on affine algebraic varieties
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• Re: Help with solving a simple black box of two inputs...
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• Re: JSH: Hyperbolas, parabolas
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• Re: JSH: Hyperbolas, parabolas
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• Need some help with digits...
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• Re: It looks simple but..
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• Re: basic question on affine algebraic varieties
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• Re: JSH: Surrogate factoring, dead idea
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• Re: Something a little more lighthearted!
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• Re: basic question on affine algebraic varieties
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• basic question on affine algebraic varieties
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• Something a little more lighthearted!
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• Re: JSH: SF: Finally, surrogate factoring
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: It looks simple but..
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• Re: JSH: Hyperbolas, parabolas
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• A Formula for T^k(n): Was: Re: Another Reason Why Collatz is Unprovable
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• Re: Another Reason Why Collatz is Unprovable
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• Re: perelman poincare proof looks really solid
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• Re: Can anyone help me prove that the complex field is not ordered?
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: JSH: Hyperbolas, parabolas
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: Does the Calculus rest on Euclid?
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• JSH: Hyperbolas, parabolas
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: Internal Bisectors of a Triangle
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• Re: not algebraically closed field and polynomial
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: JSH: SF might work, bad luck?
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• Re: It looks simple but..
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• Re: It looks simple but..
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• It looks simple but..
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: JSH: SF: Finally, surrogate factoring
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: Looking for a surjection or R^2
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• Re: A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: Correlation Median and Mean value?
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• Re: not algebraically closed field and polynomial
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• Re: JSH: SF might work, bad luck?
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• Re: Correlation Median and Mean value?
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• Re: Complex exponential function?
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• A more intuitive and simple way of thinking about the Monty Hall problem
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• Re: Correlation Median and Mean value?
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• Re: Random Variable??
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• Re: Random Variable??
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• Complex exponential function?
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• Re: Chebychev inequality generalisation
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• Re: book or online page on factoring...
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• Re: Looking for a surjection or R^2
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• Re: Looking for a surjection or R^2
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• Re: seperated-proper-complete
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• Re: " Solving 1 + p(1- p(x)) = g^[2](2 -x) , p known "
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• Re: spherical coordinates question
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• Re: Anyone got any good (or bad) mathematical jokes?
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• Reed Solomon encoding
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• Re: " Solving 1 + p(1- p(x)) = g^[2](2 -x) , p known "
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• Re: " Solving 1 + p(1- p(x)) = g^[2](2 -x) , p known "
  • From: alainverghote@xxxxxxxx
• Re: An ancient sudoku
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• Correlation Median and Mean value?
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• Re: A question in book Concrete Mathematics
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• Re: " Solving 1 + p(1- p(x)) = g^[2](2 -x) , p known "
  • From: Patrick Coilland
• Random Variable??
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• Re: An Optimization problem
  • From: Abstract Dissonance
• Re: " Solving 1 + p(1- p(x)) = g^[2](2 -x) , p known "
  • From: Patrick Coilland
• Re: A question in book Concrete Mathematics
  • From: Abstract Dissonance
• " Solving 1 + p(1- p(x)) = g^[2](2 -x) , p known "
  • From: alainverghote@xxxxxxxx
• Re: Internal Bisectors of a Triangle
  • From: matt271829-news
• Re: Another Reason Why Collatz is Unprovable
  • From: GJ Woeginger
• Re: Chebychev inequality generalisation
  • From: David C . Ullrich
• Re: integral of multiplied by sin(ax) or cos(ax)
  • From: David C . Ullrich
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• Re: DO NOT REPLY TO JAMES HARRIS!!!!!!!
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• Re: f*conj(f) - g*conj(g) = 0, what follows for f/g ?
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• Re: DO NOT REPLY TO JAMES HARRIS!!!!!!!
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• Renormalization of Equality
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• Re: f*conj(f) - g*conj(g) = 0, what follows for f/g ?
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• Re: div thm,
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• Re: JSH: SF: Finally, surrogate factoring
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• Re: DO NOT REPLY TO JAMES HARRIS!!!!!!!
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• Re: DO NOT REPLY TO JAMES HARRIS!!!!!!!
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• Re: Another silly question
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• Re: Another silly question
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• Re: DO NOT REPLY TO JAMES HARRIS!!!!!!!
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• Re: Internal Bisectors of a Triangle
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• Re: div thm,
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• Re: div thm,
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• Re: Distinct perfect squares with equal abundancy indices
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• Re: DO NOT REPLY TO JAMES HARRIS!!!!!!!
  • From: Abstract Dissonance
• Re: DO NOT REPLY TO JAMES HARRIS!!!!!!!
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• Re: DO NOT REPLY TO JAMES HARRIS!!!!!!!
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• Re: DO NOT REPLY TO JAMES HARRIS!!!!!!!
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• Re: div thm,
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• Re: DO NOT REPLY TO JAMES HARRIS!!!!!!!
  • From: mensanator@xxxxxxxxxxx
• Re: div thm,
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• Re: minimal polynomials
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• Re: div thm,
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• Re: Distinct perfect squares with equal abundancy indices
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• [ATTENTION] DO NOT REPLY TO JAMES HARRIS!!!!!!!
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• Re: Distinct perfect squares with equal abundancy indices
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• Re: S_n permutation group
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• ? Green's func for Helmholtz eqn
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• Re: New Advice for 10 year old with Advanced interest in Math
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• div thm,
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• Re: JSH: SF: Finally, surrogate factoring
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• Re: f*conj(f) - g*conj(g) = 0, what follows for f/g ?
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• differential equation
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• Re: Calculus XOR Probability
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• S^1 is differential manifold
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• Can you find this integral for me?
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• Taxonomy of Cellular Automata
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• Re: why do we distinguish between different kind of inifinity
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• Re: Question
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• Re: JSH: SF: Finally, surrogate factoring
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• Re: Writing in Circle
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• Re: Collatz Question
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• Re: Fields awardee Shing-Tung Yau lied in Chinese media about Poincare conj
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• algebra: identify function
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• Re: localization of the already localized ring.
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• Re: Min and max are elementary functions?!
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• Lie algebras, representations
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• Re: JSH: SF: Finally, surrogate factoring
  • From: Rick Decker
• Re: Writing in Circle
  • From: Me
• Re: localization of the already localized ring.
  • From: Marc Olschok
• Re: Calculus XOR Probability
  • From: imaginatorium
• Re: Poincare Conjecture proof by Xiping Zhu and Huaidong Cao
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• Re: Finding the optimizing distribution
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• Re: ? derive wave eqn with energy lost
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• Re: Calculus XOR Probability
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• Re: JSH: SF: Finally, surrogate factoring
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• Re: I want to learn math...
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• Re: Calculus XOR Probability
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• Re: Calculus XOR Probability
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• Re: logistic map equation over Q_p
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• Re: Calculus XOR Probability
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• why so many proofs look similar
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• Re: Math Induction Method
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• Re: How do i prove that an equation have only one rational root?
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• Re: Calculus XOR Probability
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• Math Induction Method
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• Re: does a mean vector exist?
  • From: Han de Bruijn
• localization of the already localized ring.
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• Re: Calculus XOR Probability
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• Re: Getting into a top level grad school
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• Re: Question
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• Re: Question
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• Re: Cantorian pseudomathematics
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• Re: Question
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• Re: Question
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• Question
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• Re: high/low vector of Lie algebra representation
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• logistic map equation over Q_p
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• Re: does a mean vector exist?
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• Re: Anyone got any good (or bad) mathematical jokes?
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• Re: ZF: Does a minimal spanning set for consistency's undecidability exist?
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• Question on slowly varying functions
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• Re: does a mean vector exist?
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• Re: does a mean vector exist?
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• Re: does a mean vector exist?
  • From: Abstract Dissonance
• Re: intersection
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• Re: union of prime ideals
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• Re: preimage of 0 and C^1 class functions
  • From: Patrick Coilland
• Re: preimage of 0 and C^1 class functions
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• Re: preimage of 0 and C^1 class functions
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• Re: Basis for Hilbert space
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• Re: Tychonov Groups (topology)
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• Re: does a mean vector exist?
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• Re: ? best approx of matrix of a linear sys
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• Re: Getting into a top level grad school
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• Re: does a mean vector exist?
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• ZF: Does a minimal spanning set for consistency's undecidability exist?
  • From: Dan
• ? derive wave eqn with energy lost
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• Re: ? Maxwell eqn in inhomo media
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• Re: does a mean vector exist?
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• Re: introductory book on ring / field theory?
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• Re: Basis for Hilbert space
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• Re: Calculus XOR Probability
  • From: imaginatorium
• does a mean vector exist?
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• Re: Decompsition of a linear operator.
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• Re: Calculus XOR Probability
  • From: imaginatorium
• Re: JSH: SF might work, bad luck?
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• Re: JSH: Understanding the pathology
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• Re: JSH: Learning consensus
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• Re: Basis for Hilbert space
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• Re: JSH: SF: Finally, surrogate factoring
  • From: Tim Peters
• Re: introductory book on ring / field theory?
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• Re: JSH: Learning consensus
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• Re: Collatz Question
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• Basis for Hilbert space
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• Re: Anyone got any good (or bad) mathematical jokes?
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• Re: introductory book on ring / field theory?
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• Re: Anyone got any good (or bad) mathematical jokes?
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• Re: I want to learn math...
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• Re: why do we distinguish between different kind of inifinity
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• Business Calculus Problem less the typo
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• Re: I want to learn math...
  • From: uberclay
• Re: Calculus XOR Probability
  • From: Ross A. Finlayson
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  • From: David Moran
• WITM - Web Interface to Mathematica
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• Re: JSH: Learning consensus
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• Re: JSH: Learning consensus
  • From: Min
• Re: JSH: But what if I AM right?
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• Re: Anyone got any good (or bad) mathematical jokes?
  • From: matt271829-news
• Re: Writing in Circle
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• Re: Anyone got any good (or bad) mathematical jokes?
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• Re: Calculus XOR Probability
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• Re: JSH: Learning consensus
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• Re: Cantorian pseudomathematics
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• Re: JSH: Learning consensus
  • From: litsohate
• Re: Calculus XOR Probability
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• Re: Collatz Question
  • From: mensanator@xxxxxxxxxxx
• Re: Calculus XOR Probability
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• Re: performance enhancing drugs that increase mathematical potency
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• Re: Calculus XOR Probability
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• 3-Variable Polynomial = Square
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• Re: Distinct perfect squares with equal abundancy indices
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• Re: why do we distinguish between different kind of inifinity
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• Re: Calculus XOR Probability
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• Re: Calculus XOR Probability
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• Re: I want to learn math...
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• Re: Sum
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• Re: Sum
  • From: Gerry Myerson
• Re: Collatz Question
  • From: Proginoskes
• Re: Calculus XOR Probability
  • From: Virgil
• Re: Another Reason Why Collatz is Unprovable
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• Re: Calculus XOR Probability
  • From: Virgil
• Re: Another Reason Why Collatz is Unprovable
  • From: Gottfried Helms
• Writing in Circle
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• Re: Calculus XOR Probability
  • From: Virgil
• Re: JSH: Learning consensus
  • From: Proginoskes
• Re: True or False
  • From: Ken Pledger
• Sum
  • From: John Stivenson
• Re: Calculus XOR Probability
  • From: Virgil
• Re: Calculus XOR Probability
  • From: Virgil
• Re: How and where can i get help in calculus?
  • From: Ken Pledger
• Re: Calculus XOR Probability
  • From: Virgil
• derive this formula
  • From: bgold
• Re: SF: Finally, surrogate factoring
  • From: Gib Bogle
• Re: Anyone got any good (or bad) mathematical jokes?
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• Re: Number Theory
  • From: Phil Carmody
• Re: Prime ideals of tensor products
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• Re: Polynomial ring that aren't domains
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• Re: Calculus XOR Probability
  • From: Virgil
• Re: Decompsition of a linear operator.
  • From: leox
• Re: Calculus XOR Probability
  • From: Virgil
• Re: Collatz Question
  • From: bill
• Re: preimage of 0 and C^1 class functions
  • From: Dave L. Renfro
• Re: Another Reason Why Collatz is Unprovable
  • From: matt271829-news
• Re: preimage of 0 and C^1 class functions
  • From: Dave L. Renfro
• Re: Calculus XOR Probability
  • From: Virgil
• Re: Calculus XOR Probability
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• Re: Question about generation of real numbers
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• Re: preimage of 0 and C^1 class functions
  • From: The World Wide Wade
• Re: Calculus XOR Probability
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• Re: Character theory question
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• Re: preimage of 0 and C^1 class functions
  • From: Dave L. Renfro
• Re: why do we distinguish between different kind of inifinity
  • From: wkaras
• Re: preimage of 0 and C^1 class functions
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• Re: Question about generation of real numbers
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• Re: Some questions about lim...
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• Re: I want to learn math...
  • From: Christopher J. Henrich
• Re: Calculus XOR Probability
  • From: Tony Orlow
• Re: why do we distinguish between different kind of inifinity
  • From: Gene Ward Smith
• Re: SF: Finally, surrogate factoring
  • From: Christopher J. Henrich
• Re: Another Reason Why Collatz is Unprovable
  • From: Craig Feinstein
• Re: Polynomial ring that aren't domains
  • From: victor_meldrew_666
• Re: Calculus XOR Probability
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• Re: Getting into a top level grad school
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• Re: continious function, improper integral+bounded
  • From: The World Wide Wade
• Re: evaluation of limits
  • From: G. A. Edgar
• Re: preimage of 0 and C^1 class functions
  • From: A N Niel
• Re: preimage of 0 and C^1 class functions
  • From: The World Wide Wade
• Re: continious function, improper integral+bounded
  • From: A N Niel
• Re: Getting into a top level grad school
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• Re: I want to learn math...
  • From: amzoti
• Re: Getting into a top level grad school
  • From: Dave L. Renfro
• Re: preimage of 0 and C^1 class functions
  • From: Patrick Coilland
• Re: Getting into a top level grad school
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• Re: Getting into a top level grad school
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• Re: Calculus XOR Probability
  • From: Mike Kelly
• Re: Ptolemy inequality in a prehilbert space
  • From: eugene
• Re: Collatz Question
  • From: mensanator@xxxxxxxxxxx
• continious function, improper integral+bounded
  • From: eugene
• Re: why do we distinguish between different kind of inifinity
  • From: Dave Seaman
• preimage of 0 and C^1 class functions
  • From: eugene
• Re: Anyone got any good (or bad) mathematical jokes?
  • From: Sensei
• Re: looking for good undergrad calculus text
  • From: Milah
• I want to learn math...
  • From: Pious Audio
• Re: JSH: SF: Finally, surrogate factoring
  • From: Victor Eijkhout
• Re: How do i prove that an equation have only one rational root?
  • From: TOMERDR
• Re: Getting into a top level grad school
  • From: Dave L. Renfro
• Re: high/low vector of Lie algebra representation
  • From: Timothy Murphy
• Re: JSH: SF: Finally, surrogate factoring
  • From: Tim Peters
• Re: Function of a Random Variable
  • From: Herman Rubin
• Re: why do we distinguish between different kind of inifinity
  • From: donstockbauer
• Getting into a top level grad school
  • From: daniel . svoboda
• Re: why do we distinguish between different kind of inifinity
  • From: Dirk Van de moortel
• Re: Cantorian pseudomathematics
  • From: Herman Rubin
• Re: introductory book on ring / field theory?
  • From: Dave L. Renfro
• Re: introductory book on ring / field theory?
  • From: Lord Protector
• Re: Calculus XOR Probability
  • From: imaginatorium
• Re: Calculus XOR Probability
  • From: imaginatorium
• quick ODE question
  • From: quat
• Re: introductory book on ring / field theory?
  • From: Dave L. Renfro
• Re: Anyone got any good (or bad) mathematical jokes?
  • From: Lord Protector
• Re: Ptolemy inequality in a prehilbert space
  • From: Herman Rubin
• Re: Calculus XOR Probability
  • From: Tony Orlow
• Re: Anyone got any good (or bad) mathematical jokes?
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• Re: Calculus XOR Probability
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• Re: Decompsition of a linear operator.
  • From: leox
• inverse fourier xform by convolution
  • From: quat
• Fourier Shift Formula
  • From: quat
• Re: Simple Complex Number Question
  • From: mitch
• Re: Simple Complex Number Question
  • From: rtonyreeder
• Re: Function of a Random Variable
  • From: group . fbi
• Re: Calculus XOR Probability
  • From: Tony Orlow
• Simple Complex Number Question
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• Re: Anyone got any good (or bad) mathematical jokes?
  • From: Duncan Muirhead
• Re: evaluation of limits
  • From: Mathias Tausig
• convex function
  • From: Mathias Tausig
• Re: My apologies to James Harris
  • From: mathedman
• evaluation of limits
  • From: naroo
• Re: Calculus XOR Probability
  • From: Tony Orlow
• Re: Min and max are elementary functions?!
  • From: Dave L. Renfro
• Re: Is this triangle number deficient or abundant?
  • From: Dan
• producing a semicharacter
  • From: sjang
• Re: Calculus XOR Probability
  • From: Tony Orlow
• Re: Anyone got any good (or bad) mathematical jokes?
  • From: Lord Protector
• Re: Anyone got any good (or bad) mathematical jokes?
  • From: Lord Protector
• Re: Anyone got any good (or bad) mathematical jokes?
  • From: Reef Fish
• Re: Distinct perfect squares with equal abundancy indices
  • From: joseabdris
• Re: Anyone got any good (or bad) mathematical jokes?
  • From: sjang
• Re: Calculus XOR Probability
  • From: Tony Orlow
• Re: Anyone got any good (or bad) mathematical jokes?
  • From: thirty_two69
• Re: Anyone got any good (or bad) mathematical jokes?
  • From: José Carlos Santos
• Re: why do we distinguish between different kind of inifinity
  • From: Reef Fish
• Re: Min and max are elementary functions?!
  • From: David C . Ullrich
• Anyone got any good (or bad) mathematical jokes?
  • From: Lord Protector
• Re: why do we distinguish between different kind of inifinity
  • From: José Carlos Santos
• Stitch and stones rules
  • From: jt64
• Re: Min and max are elementary functions?!
  • From: Rainer Rosenthal
• Re: Is this triangle number deficient or abundant?
  • From: Hugo Pfoertner
• Stitch and stones rules
  • From: jt64
• Re: why do we distinguish between different kind of inifinity
  • From: jerhinesmith
• Stitch and stones rules
  • From: jt64
• Re: why do we distinguish between different kind of inifinity
  • From: MTD
• Re: Calculus XOR Probability
  • From: Tony Orlow
• Re: Calculus XOR Probability
  • From: Tony Orlow
• Re: Calculus XOR Probability
  • From: Tony Orlow
• Re: Min and max are elementary functions?!
  • From: David W . Cantrell
• Re: why do we distinguish between different kind of inifinity
  • From: flaxroot
• Re: introductory book on ring / field theory?
  • From: john o goyo
• Re: why do we distinguish between different kind of inifinity
  • From: jt64
• why do we distinguish between different kind of inifinity
  • From: flaxroot
• Re: performance enhancing drugs that increase mathematical potency
  • From: Jesse F. Hughes
• Re: Min and max are elementary functions?!
  • From: Dave Seaman
• Re: Coupled ODE system
  • From: David Moran
• Re: Fields awardee Shing-Tung Yau lied in Chinese media about Poincare conjecture proof's attribution
  • From: Pubkeybreaker
• Re: introductory book on ring / field theory?
  • From: Guy Corrigall
• Re: Min and max are elementary functions?!
  • From: Rainer Rosenthal
• Re: Question about generation of real numbers
  • From: Dave Seaman
• Re: Question about generation of real numbers
  • From: Dave Seaman
• Re: Min and max are elementary functions?!
  • From: David C . Ullrich
• Re: Spectrum of the Fourier transform-
  • From: David C . Ullrich
• Re: Min and max are elementary functions?!
  • From: David W . Cantrell
• Difficulty of multiplication and division in the middle ages
  • From: Ross Clement (Email address invalid - do not use)
• New mathematics/physical sciences positions at http://jobs.phds.org, June 05, 2006
  • From: PhDs . org Webmaster
• Re: Applications of Ergodic thoery.
  • From: Robert Israel
• Re: Decompsition of a linear operator.
  • From: Abstract Dissonance
• Re: Fields awardee Shing-Tung Yau lied in Chinese media about Poincare conjecture proof's attribution
  • From: Robert Israel
• Re: My apologies to James Harris
  • From: Lord Protector
• Re: Applications of Ergodic thoery.
  • From: Lord Protector
• Re: Schrodinger's Equation
  • From: Dirk Van de moortel
• Re: Applications of Ergodic thoery.
  • From: Robert Israel
• Re: Is this triangle number deficient or abundant?
  • From: Robert Israel
• Re: Schrodinger's Equation
  • From: Matlock
• Re: Decompsition of a linear operator.
  • From: Robert Israel
• Re: Question about generation of real numbers
  • From: Virgil
• Re: Results from Laws of Large Numbers & Central Limit Theorem aren't consistent with each other?
  • From: Robert Israel
• Re: JSH: Learning consensus
  • From: Larry Lard
• Re: JSH: But what if I AM right?
  • From: gjedwards
• Schrodinger's Equation
  • From: mitch
• Re: introductory book on ring / field theory?
  • From: yawnmoth
• Re: JSH: Learning consensus
  • From: Rupert
• Re: high/low vector of Lie algebra representation
  • From: Jyrki Lahtonen
• Re: introductory book on ring / field theory?
  • From: William Elliot
• Re: " Solving the equation 1 -4*h(x)^2 = h( 3*(1-x^2) ) , h unknown "
  • From: Robert Israel
• Re: Question about generation of real numbers
  • From: aone1504
• introductory book on ring / field theory?
  • From: yawnmoth
• Re: True or False
  • From: Mike Kelly
• Re: notation for vectors and points
  • From: pluton
• Re: JSH: Learning consensus
  • From: Bob Terwilliger
• My apologies to James Harris
  • From: Abstract Dissonance
• Re: Question about generation of real numbers
  • From: Gene Ward Smith
• Re: taylor expansion of f(x+h) about x ?
  • From: Abstract Dissonance
• Re: Fields awardee Shing-Tung Yau lied in Chinese media about Poincare conjecture proof's attribution
  • From: yaoziyuan
• Fields awardee Shing-Tung Yau lied in Chinese media about Poincare conjecture proof's attribution
  • From: yaoziyuan
• Re: why do they say "polynomail in x"
  • From: Robert Israel
• Re: Expected (Mean) Value Question
  • From: Robert Israel
• Re: JSH: But what if I AM right?
  • From: Jesse F. Hughes
• Re: JSH: But what if I AM right?
  • From: Jesse F. Hughes
• True or False
  • From: hellbent4u
• Re: Number Theory
  • From: Gerry Myerson
• Re: JSH: Learning consensus
  • From: jstevh
• Re: JSH: Learning consensus
  • From: Jesse F. Hughes
• Re: JSH: Learning consensus
  • From: Rupert
• Question about generation of real numbers
  • From: aone1504
• Re: Collatz Question
  • From: Proginoskes
• Re: Collatz Question
  • From: Proginoskes
• Re: Number Theory
  • From: Proginoskes
• Re: Is this triangle number deficient or abundant?
  • From: Dan
• Re: "Collatz 3n+1 conjecture is unprovable" paper
  • From: Gottfried Helms
• Re: JSH: Learning consensus
  • From: Proginoskes
• Re: Taylor's Theorem, Remainder Term
  • From: Proginoskes
• Re: Number Theory
  • From: Narcoleptic Insomniac
• Re: taylor expansion of f(x+h) about x ?
  • From: The World Wide Wade
• Re: SF: Finally, surrogate factoring
  • From: Victor Eijkhout
• Re: Expected (Mean) Value Question
  • From: Reef Fish
• Re: Collatz Question
  • From: mensanator@xxxxxxxxxxx
• Re: Some questions about lim...
  • From: Wynn
• Re: Number Theory
  • From: Peter Webb
• Re: Spectrum of the Fourier transform-
  • From: Raymond
• Re: Some questions about lim...
  • From: The World Wide Wade
• Re: taylor expansion of f(x+h) about x ?
  • From: rtonyreeder
• Re: Collatz Question
  • From: mensanator@xxxxxxxxxxx
• Re: "Collatz 3n+1 conjecture is unprovable" paper
  • From: Martin Winer
• Re: Another mind blank
  • From: Gene Ward Smith
• Re: taylor expansion of f(x+h) about x ?
  • From: G Patel
• taylor expansion of f(x+h) about x ?
  • From: G Patel
• Re: runge-kutta and euler methods
  • From: Robert Israel
• Re: Function of a Random Variable
  • From: ArtflDodgr
• Re: Min and max are elementary functions?!
  • From: David W . Cantrell
• Re: Min and max are elementary functions?!
  • From: David W . Cantrell
• Re: Coupled ODE system
  • From: rtonyreeder
• Re: Min and max are elementary functions?!
  • From: David W . Cantrell
• Re: Collatz Question
  • From: Gerry Myerson
• Re: How and where can i get help in calculus?
  • From: Lord Protector
• Re: Collatz Question
  • From: Gerry Myerson
• Re: Convergence problem
  • From: Robert Israel
• Re: Another mind blank
  • From: Gerry Myerson
• Re: Is this triangle number deficient or abundant?
  • From: Gerry Myerson
• Re: Number Theory
  • From: fishfry
• Re: Number Theory
  • From: Gerry Myerson
• Re: "Is pleasure rational?"
  • From: Robert Israel
• Re: JSH: Learning consensus
  • From: Gene Ward Smith
• Re: Expected (Mean) Value Question
  • From: Robert Israel
• Applications of Ergodic thoery.
  • From: Lord Protector
• Re: JSH: Learning consensus
  • From: jstevh
• Re: Number Theory
  • From: Dement
• Re: Number Theory
  • From: Simon Dean
• Re: Inverse function questions
  • From: The World Wide Wade
• Function of a Random Variable
  • From: group . fbi
• Re: Proof for open sets in R.
  • From: agapito6314
• Re: Min and max are elementary functions?!
  • From: The World Wide Wade
• Re: Number Theory
  • From: mensanator@xxxxxxxxxxx
• Re: Spectrum of the Fourier transform-
  • From: JEMebius
• Re: Min and max are elementary functions?!
  • From: The World Wide Wade
• Re: JSH: Learning consensus
  • From: Rupert
• Re: How and where can i get help in calculus?
  • From: David Moran
• Re: Number Theory text recommendations?
  • From: Dement
• calculation direction VECTOR
  • From: liav . ezer
• Number Theory
  • From: Simon Dean
• Is this triangle number deficient or abundant?
  • From: Dan
• Slip Slide Divide Method for Factoring a Binomial
  • From: jay1000
• Re: Number Theory text recommendations?
  • From: Randall
• Re: Min and max are elementary functions?!
  • From: Dave L. Renfro
• Re: Min and max are elementary functions?!
  • From: G. A. Edgar
• Re: New Advice for 10 year old with Advanced interest in Math
  • From: James Dolan
• Re: Min and max are elementary functions?!
  • From: Stephen J. Herschkorn
• Re: anybody got an IQ over 200 here?
  • From: Reef Fish
• Re: Machine logic (logic of the practical kind)
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• Re: Need help on this probability distribution
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• Re: Min and max are elementary functions?!
  • From: Virgil
• Re: Min and max are elementary functions?!
  • From: matt271829-news
• Re: Inverse of elements in a group
  • From: goodchild . trevor
• Re: Inverse of elements in a group
  • From: Arturo Magidin
• Re: Need help on this probability distribution
  • From: Stephen J. Herschkorn
• Need help on this probability distribution
  • From: Xufei . Wang
• Need help on this probability distribution ?
  • From: Xufei . Wang
• Need help on this probability distribution
  • From: Xufei . Wang
• Re: Inverse of elements in a group
  • From: hale
• Re: New Advice for 10 year old with Advanced interest in Math
  • From: Stephen J. Herschkorn
• Re: | - oo| ?
  • From: agapito6314
• How and where can i get help in calculus?
  • From: TOMERDR
• Re: Another mind blank
  • From: Heather
• Re: Another mind blank
  • From: José Carlos Santos
• Another mind blank
  • From: Heather
• Re: Cantorian pseudomathematics
  • From: Mike Kelly
• Re: Ptolemy inequality in a prehilbert space
  • From: Dement
• Re: Min and max are elementary functions?!
  • From: Dirk Van de moortel
• Re: Cantorian pseudomathematics
  • From: adam
• Ptolemy inequality in a prehilbert space
  • From: eugene
• Polynomial ring that aren't domains
  • From: Jose Capco
• Re: Machine logic (logic of the practical kind)
  • From: Charlie
• Re: basic question about p-adic numbers
  • From: JoeS
• Re: Collatz Question
  • From: mensanator@xxxxxxxxxxx
• Decompsition of a linear operator.
  • From: leox
• basic question about p-adic numbers
  • From: Mike
• Re: Spectrum of the Fourier transform
  • From: David C . Ullrich
• Re: Min and max are elementary functions?!
  • From: David W . Cantrell
• Re: Proof for open sets in R.
  • From: David C . Ullrich
• Re: Machine logic (logic of the practical kind)
  • From: David C . Ullrich
• Re: early reference for minimization of quadratic form
  • From: Lee Rudolph
• Re: New Advice for 10 year old with Advanced interest in Math
  • From: Shmuel (Seymour J.) Metz
• Re: Differentiation of integral with variable limits.
  • From: Shmuel (Seymour J.) Metz
• early reference for minimization of quadratic form
  • From: vanamali
• Re: Min and max are elementary functions?!
  • From: N. Silver
• Poincare Conjecture proof by Xiping Zhu and Huaidong Cao
  • From: Edwin Clark
• Min and max are elementary functions?!
  • From: David W . Cantrell
• Re: Finding the optimizing distribution
  • From: matt271829-news
• Re: Make the denominator rational
  • From: jhnrmsdn
• Re: Submodules problem
  • From: Derek Holt
• Re: Inverse of elements in a group
  • From: James Dolan
• Re: Inverse of elements in a group
  • From: cody . roux
• Re: topologickal dimension
  • From: William Elliot
• Re: Make the denominator rational
  • From: Rainer Rosenthal
• Re: Make the denominator rational
  • From: Rainer Rosenthal
• Inverse function questions
  • From: ManOfLight
• Re: reversible division
  • From: flaxroot
• reversible division
  • From: flaxroot
• Re: Inverse of elements in a group
  • From: goodchild . trevor
• Re: Inverse of elements in a group
  • From: Brian VanPelt
• Re: Inverse of elements in a group
  • From: W. Dale Hall
• Re: Taylor's Theorem, Remainder Term
  • From: Narcoleptic Insomniac
• Inverse of elements in a group
  • From: goodchild . trevor
• Re: Taylor's Theorem, Remainder Term
  • From: Narcoleptic Insomniac
• Re: ? best approx of matrix of a linear sys
  • From: Cheng Cosine
• Re: Proof for open sets in R.
  • From: mvonkann2000
• Re: Collatz Question
  • From: Proginoskes
• Re: Taylor's Theorem, Remainder Term
  • From: Proginoskes
• Re: Collatz Question
  • From: mensanator@xxxxxxxxxxx
• Taylor's Theorem, Remainder Term
  • From: Luke Wu
• Re: Coupled ODE system
  • From: William Elliot
• Re: " Solving the equation 1 -4*h(x)^2 = h( 3*(1-x^2) ) , h unknown "
  • From: Dale Shoults
• Re: Coupled ODE system
  • From: Igor Khavkine
• Re: Coupled ODE system
  • From: William Elliot
• Re: Coupled ODE system
  • From: [Mr.] Lynn Kurtz
• Re: Coupled ODE system
  • From: rtonyreeder
• Spectrum of the Fourier transform
  • From: Raymond
• Re: For reporters
  • From: David Moran
• Re: Proof for open sets in R.
  • From: William Elliot
• Re: Some questions about lim...
  • From: Tommy
• Coupled ODE system
  • From: David Moran
• Re: Proof for open sets in R.
  • From: William Elliot
• Re: ? best approx of matrix of a linear sys
  • From: Chip Eastham
• Re: Proof for open sets in R.
  • From: Someonekicked
• Re: Proof for open sets in R.
  • From: Someonekicked
• Re: ? best approx of matrix of a linear sys
  • From: Cheng Cosine
• Re: | - oo| ?
  • From: kibby
• Re: Make the denominator rational
  • From: Peter L. Montgomery
• Proof for open sets in R.
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• | - oo| ?
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• Re: Make the denominator rational
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• Re: For reporters
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• Machine logic (logic of the practical kind)
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• Re: Finding the optimizing distribution
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• Re: JSH: For reporters
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• Re: why do they say "polynomail in x"
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• Submodules problem
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• Submodules problem
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• Re: Differentiation of integral with variable limits.
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• Re: Half delta operator - iterative root of delta
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• Differentiation of integral with variable limits.
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• performance enhancing drugs that increase mathematical potency
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• Re: Rotational variables problem
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• About irrational number
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• Half delta operator - iterative root of delta
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• Re: Rotational variables problem
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• Re: joke: what is the diff between a mathematician & a crazy bum?
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• Re: Some questions about lim...
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• JSH: For reporters
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• Re: Rotational variables problem
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• Re: Rotational variables problem
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• Re: notation for vectors and points
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• Re: why do they say "polynomail in x"
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• notation for vectors and points
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• Some questions about lim...
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• Re: Make the denominator rational
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• Re: Rotational variables problem
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• Re: New Advice for 10 year old with Advanced interest in Math
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• Re: Make the denominator rational
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• Re: How do i prove that an equation have only one rational root?
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• Rotational variables problem
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• Re: How do i prove that an equation have only one rational root?
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• Re: high/low vector of Lie algebra representation
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• Re: An ancient sudoku
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• Re: The Lorentz Transformation.
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• Re: " Solving the equation 1 -4*h(x)^2 = h( 3*(1-x^2) ) , h unknown "
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• Re: Fifth Degree Equation
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• Re: MSc in Computer Science, at Bristol or UCL?
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• Re: Versed sine vs. versed cosine
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• Re: An ancient sudoku
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• Re: Collatz Question
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• Re: topologickal dimension
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• Re: An ancient sudoku
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• Re: How do i prove that an equation have only one rational root?
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• Re: JSH: Authority problem
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• Re: Fifth Degree Equation
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• Re: How do i prove that an equation have only one rational root?
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• Re: Fifth Degree Equation
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• Re: How do i prove that an equation have only one rational root?
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• Re: why do they say "polynomail in x"
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• Re: Finding the optimizing distribution
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• Re: Finding the optimizing distribution
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• Re: JSH: Authority problem
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• Re: Stone-Weierstrass
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• How do i prove that an equation have only one rational root?
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• Results from Laws of Large Numbers & Central Limit Theorem aren't consistent with each other?
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• Re: Another Reason Why Collatz is Unprovable
  • From: matt271829-news
• Re: Collatz Question
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• " Solving the equation 1 -4*h(x)^2 = h( 3*(1-x^2) ) , h unknown "
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• Re: Tychonov Groups (topology)
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• Re: Compact metric space
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• Re: JSH: Authority problem
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• Re: Do you believe 1 = - 1? -
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• Re: Compact metric space
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• Re: ? best approx of matrix of a linear sys
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• Re: Collatz Question
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• Re: Collatz Question
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• ? e-vectors of sum of rank one matrices
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• Re: Collatz Question
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• Re: Collatz Question
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• joke: what is the diff between a mathematician & a crazy bum?
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• Re: I Want To Win The Fields Medal
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• Re: Another Reason Why Collatz is Unprovable
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• Re: complex division
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• Re: A mathematical joke
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• Re: The Lorentz Transformation.
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• Re: Reciprocal of Gamma function
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• PDe by sine xform
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• Re: Reciprocal of Gamma function
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• Re: complex division
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• JSH: Authority problem
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• Re: Chain Letter money scheme = exponential growth
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• Re: A mathematical joke
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• Re: why do they say "polynomail in x"
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• Re: why do they say "polynomail in x"
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• Re: I Want To Win The Fields Medal
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• Re: why do they say "polynomail in x"
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• Re: why do they say "polynomail in x"
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• Re: I Want To Win The Fields Medal
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• Re: why do they say "polynomail in x"
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• Re: I Want To Win The Fields Medal
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• I Want To Win The Fields Medal
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• Re: Tayler Expansion of Exp[z] and Exp[z^2] about z=0?
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• Re: why do they say "polynomail in x"
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• Re: Stone-Weierstrass
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• Re: high/low vector of Lie algebra representation
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• Re: Tayler Expansion of Exp[z] and Exp[z^2] about z=0?
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• Re: Reciprocal of Gamma function
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• Re: Infinite Knots
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• Re: Multiplication on fingers
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• Re: Tayler Expansion of Exp[z] and Exp[z^2] about z=0?
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• Re: Tayler Expansion of Exp[z] and Exp[z^2] about z=0?
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• Re: Another Reason Why Collatz is Unprovable
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• Re: Infinite Knots
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• Re: A New Definition of Prime Number
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• Re: Assistance required
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• Re: Collatz problem
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• Re: Tayler Expansion of Exp[z] and Exp[z^2] about z=0?
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• Re: Tayler Expansion of Exp[z] and Exp[z^2] about z=0?
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• Stone-Weierstrass
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• Re: why do they say "polynomail in x"
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