sci.math

• Thread Index

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• Re: product of complex measures
  • From: yotam
• Re: product of complex measures
  • From: smn
• Re: relation involving primes
  • From: Raymond Manzoni
• Re: Finite groups isomorphic to finite direct products of subgroups
  • From: qsymmetry
• Re: relation involving primes
  • From: Raymond Manzoni
• Re: Francois Viète and the origin of algebra
  • From: Marko Amnell
• Re: f( 3 * x ) + f( 7 * x ) = f( 9 * x )
  • From: amy666
• Re: Proof of the abc conjecture on the arXiv
  • From: Tim Smith
• Re: Probability distribution help needed
  • From: agapito6314
• Francois Viète and the origin of algebra
  • From: Marko Amnell
• Re: product of complex measures
  • From: yotam
• Re: -- g o g = f
  • From: amy666
• Re: Finite groups isomorphic to finite direct products of subgroups
  • From: Jack Schmidt
• Re: product of complex measures
  • From: W^3
• Re: Finite groups isomorphic to finite direct products of subgroups
  • From: Arturo Magidin
• Re: The modern mathematical concept of infinity is indefensible
  • From: umumenu
• Re: Polysigned A^A
  • From: amy666
• Re: The modern mathematical concept of infinity is indefensible
  • From: umumenu
• Re: solving the equation
  • From: Nimo
• Re: ? understanding the world by math
  • From: Mariano Suárez-Alvarez
• Re: Finite groups isomorphic to finite direct products of subgroups
  • From: Tonicopm
• Re: relation involving primes
  • From: Chip Eastham
• Re: solving the equation [ spline way ]
  • From: Greg Neill
• Re: Are these results already known? If not, how to publish?
  • From: curious george
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: gudi
• Re: ? understanding the world by math
  • From: Tim BandTech.com
• Re: solving the equation [ spline way ]
  • From: Nimo
• From two to one variables
  • From: tohyob
• Re: solving the equation [ spline way ]
  • From: Greg Neill
• relation involving primes
  • From: danielwilliams1066
• Re: ? understanding the world by math
  • From: Tim BandTech.com
• Re: Finite groups isomorphic to finite direct products of subgroups
  • From: Steve Dalton
• Re: Polysigned A^A
  • From: Tim BandTech.com
• Re: Are these results already known? If not, how to publish?
  • From: Jacko
• Re: solving the equation [ spline way ]
  • From: Greg Neill
• Re: Finite groups isomorphic to finite direct products of subgroups
  • From: Jack Schmidt
• Re: solving the equation [ spline way ]
  • From: Nimo
• Re: Are these results already known? If not, how to publish?
  • From: Tonicopm
• Re: Finite groups isomorphic to finite direct products of subgroups
  • From: Tonicopm
• Re: product of complex measures
  • From: yotam
• Re: solving the equation [ spline way ]
  • From: Greg Neill
• Re: solving the equation [ spline way ]
  • From: Greg Neill
• Re: solving the equation [ spline way ]
  • From: Nimo
• Re: solving the equation [ spline way ]
  • From: Nimo
• Re: More trigonometric equations!!!
  • From: Passerby
• Re: Finite groups isomorphic to finite direct products of subgroups
  • From: Jack Schmidt
• Re: Calculating the nth digit of pi in base 10
  • From: cbrown
• Re: solving the equation [ spline way ]
  • From: Greg Neill
• Re: solving the equation [ spline way ]
  • From: Greg Neill
• Re: What genius came up with Pi?
  • From: Mensanator
• Re: solving the equation [ spline way ]
  • From: Nimo
• Re: solving the equation [ spline way ]
  • From: Nimo
• Re: Are these results already known? If not, how to publish?
  • From: curious george
• about unimodal functions...
  • From: beet
• Re: some quick doubts on spline interpolation ?
  • From: Greg Neill
• Re: solving the equation [ spline way ]
  • From: Matt
• Re: ln(pi)?
  • From: Pfsszxt
• Re: Finite groups isomorphic to finite direct products of subgroups
  • From: Tonicopm
• Re: solving the equation [ spline way ]
  • From: Greg Neill
• Re: call for help:what is the definition of n^z,where n,z are complex numbers?
  • From: pauldepstein
• Re: Finite groups isomorphic to finite direct products of subgroups
  • From: Derek Holt
• Re: some quick doubts on spline interpolation ?
  • From: Nimo
• Re: call for help:what is the definition of n^z,where n,z are complex numbers?
  • From: pauldepstein
• Re: A mathematical assistant that you'd like?
  • From: Arnold Neumaier
• Re: call for help:what is the definition of n^z,where n,z are complex numbers?
  • From: José Carlos Santos
• Re: C program to look for large values of | zeta( 1/2 + it) | w.r.t. t
  • From: David Bernier
• Re: More trigonometric equations!!!
  • From: Dave
• Re: ln(pi)?
  • From: Leroy Quet
• Re: call for help:what is the definition of n^z,where n,z are complex numbers?
  • From: David C . Ullrich
• Re: a power sum
  • From: Rob Johnson
• Re: ln(pi)?
  • From: Leroy Quet
• Re: solving the equation [ spline way ]
  • From: Nimo
• Re: Calculating the nth digit of pi in base 10
  • From: Raymond Manzoni
• Re: Probability distribution help needed
  • From: John Bailey
• Re: solving the equation [ spline way ]
  • From: Greg Neill
• Re: ln(pi)?
  • From: Raymond Manzoni
• Re: A mathematical assistant that you'd like?
  • From: Arnold Neumaier
• Re: What genius came up with Pi?
  • From: jay1bala@xxxxxxx
• Re: Finite groups isomorphic to finite direct products of subgroups
  • From: Timothy Murphy
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: gudi
• Re: some quick doubts on spline interpolation ?
  • From: Nimo
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: William Elliot
• Finite groups isomorphic to finite direct products of subgroups
  • From: qsymmetry
• Re: product of complex measures
  • From: smn
• Re: ? understanding the world by math
  • From: Cheng Cosine
• Re: functional translations and coefficient extraction (exponential sum decompositions)
  • From: alainverghote@xxxxxxxxx
• Re: A mathematical assistant that you'd like?
  • From: Ian Parker
• Re: solving the equation [ spline way ]
  • From: Nimo
• Re: -- g o g = f
  • From: David Bernier
• Re: Are these results already known? If not, how to publish?
  • From: William Elliot
• Re: Finite simple groups with same cardinality isomorphic?
  • From: David Bernier
• product of complex measures
  • From: yotam
• Re: More trigonometric equations!!!
  • From: Albert
• Are these results already known? If not, how to publish?
  • From: Venkat Reddy
• Re: i am a doctor
  • From: LudovicoVan
• Re: call for help:what is the definition of n^z,where n,z are complex numbers?
  • From: José Carlos Santos
• Re: What genius came up with Pi?
  • From: José Carlos Santos
• call for help:what is the definition of n^z,where n,z are complex numbers?
  • From: canglangzt
• Re: How to get the close-form of A^k where A is a unimodular matrix
  • From: Ray Vickson
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: William Elliot
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  • From: chinapetbed312
• Re: solving the equation
  • From: Nimo
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  • From: petbed01
• Re: mathematica and maple ,which is better?
  • From: Tim Smith
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  • From: lingerliu17
• Re: ? understanding the world by math
  • From: Mariano Suárez-Alvarez
• Re: Patterns in pi, copyright law, and philosophy
  • From: Tim Smith
• Re: ln(pi)?
  • From: user923005
• Re: What genius came up with Pi?
  • From: user923005
• Re: More trigonometric equations!!!
  • From: Albert
• Re: ? understanding the world by math
  • From: Mariano Suárez-Alvarez
• Re: What genius came up with Pi?
  • From: jay1bala@xxxxxxx
• What genius came up with Pi?
  • From: jay1bala@xxxxxxx
• ln(pi)?
  • From: jay1bala@xxxxxxx
• Re: ? understanding the world by math
  • From: Cheng Cosine
• Re: How to get the close-form of A^k where A is a unimodular matrix
  • From: Ray Vickson
• Re: Is this proof of infinitely many primes flawed?
  • From: Bill Dubuque
• Re: ? understanding the world by math
  • From: Tim BandTech.com
• Re: ? understanding the world by math
  • From: Don Stockbauer
• Re: ? understanding the world by math
  • From: Tim BandTech.com
• Re: Finite simple groups with same cardinality isomorphic?
  • From: Tonicopm
• How to get the close-form of A^k where A is a unimodular matrix
  • From: Sean
• Re: ? understanding the world by math
  • From: zzbunker@xxxxxxxxxxxx
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Proof of Steinitz' theorem
  • From: Steve Dalton
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: gudi
• Re: Is this proof of infinitely many primes flawed?
  • From: quasi
• Re: ? understanding the world by math
  • From: Mariano Suárez-Alvarez
• Re: Is this proof of infinitely many primes flawed?
  • From: sttscitrans@xxxxxxxxx
• Re: ? understanding the world by math
  • From: galathaea
• Re: a power sum
  • From: Heath
• ? understanding the world by math
  • From: Cheng Cosine
• Re: A motivation on the study of uniform spaces
  • From: Herman Rubin
• Re: functional translations and coefficient extraction (exponential sum decompositions)
  • From: galathaea
• Re: Is this proof of infinitely many primes flawed?
  • From: quasi
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: gudi
• Re: solving the equation(modified)
  • From: Nimo
• Re: Is this proof of infinitely many primes flawed?
  • From: Bill Dubuque
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: sci.math readers: quite elementary proof of FLT here:
  • From: Roman B. Binder
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: homomorphisms on Z^m
  • From: Mariano Suárez-Alvarez
• Re: a power sum
  • From: Angus Rodgers
• Re: Short FLT confusion, help needed
  • From: Roman B. Binder
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: a power sum
  • From: hagman
• Re: homomorphisms on Z^m
  • From: John R. Martin
• a power sum
  • From: Heath
• Re: Probability distribution help needed
  • From: agapito6314
• Re: Finite simple groups with same cardinality isomorphic?
  • From: Timothy Murphy
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: Is this proof of infinitely many primes flawed?
  • From: sttscitrans@xxxxxxxxx
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: hagman
• Re: Probability distribution help needed
  • From: Rod
• Re: Finite simple groups with same cardinality isomorphic?
  • From: José Carlos Santos
• Re: Kleen Brouwer ordering - Descriptive set theory
  • From: Martin
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: hagman
• Re: Unit part (was: A Determinant that Arises ...)
  • From: quasi
• Re: The modern mathematical concept of infinity is indefensible
  • From: Jesse F. Hughes
• Re: -- g o g = f
  • From: alainverghote@xxxxxxxxx
• Re: The modern mathematical concept of infinity is indefensible
  • From: Jesse F. Hughes
• Re: Unit part (was: A Determinant that Arises ...)
  • From: galathaea
• Re: solving the equation
  • From: Pubkeybreaker
• Re: Finite simple groups with same cardinality isomorphic?
  • From: Angus Rodgers
• Probability distribution help needed
  • From: agapito6314
• Re: The modern mathematical concept of infinity is indefensible
  • From: Han de Bruijn
• Re: solving the equation(modified)
  • From: Greg Neill
• Re: The modern mathematical concept of infinity is indefensible
  • From: Han de Bruijn
• Re: Unit part (was: A Determinant that Arises ...)
  • From: quasi
• Re: Unit part (was: A Determinant that Arises ...)
  • From: quasi
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: Finite simple groups with same cardinality isomorphic?
  • From: Derek Holt
• Re: The modern mathematical concept of infinity is indefensible
  • From: Jesse F. Hughes
• Re: The modern mathematical concept of infinity is indefensible
  • From: Jesse F. Hughes
• Re: Finite simple groups with same cardinality isomorphic?
  • From: A N Niel
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: The modern mathematical concept of infinity is indefensible
  • From: Tonicopm
• Re: Short FLT confusion, help needed
  • From: Gc
• Re: More trigonometric equations!!!
  • From: Dave
• Re: Finite simple groups with same cardinality isomorphic?
  • From: José Carlos Santos
• Re: Finite simple groups with same cardinality isomorphic?
  • From: victor_meldrew_666
• Finite simple groups with same cardinality isomorphic?
  • From: drhab
• Re: Short FLT confusion, help needed
  • From: William Elliot
• Re: Short FLT confusion, help needed
  • From: Gc
• Re: How to evaluate Int[(w*sin(w))/(a-cos(w)),0,pi]
  • From: Ignacio Larrosa Caņestro
• Re: Short FLT confusion, help needed
  • From: quasi
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: William Elliot
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: The modern mathematical concept of infinity is indefensible
  • From: Han de Bruijn
• Re: Short FLT confusion, help needed
  • From: Gc
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: How to evaluate Int[(w*sin(w))/(a-cos(w)),0,pi]
  • From: G. A. Edgar
• Re: Is this proof of infinitely many primes flawed?
  • From: quasi
• Re: The modern mathematical concept of infinity is indefensible
  • From: Jesse F. Hughes
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: William Elliot
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: -- g o g = f
  • From: David C . Ullrich
• Re: A mathematical assistant that you'd like?
  • From: Ian Parker
• Unit part (was: A Determinant that Arises ...)
  • From: Angus Rodgers
• Re: Is this proof of infinitely many primes flawed?
  • From: David C . Ullrich
• Re: Is this proof of infinitely many primes flawed?
  • From: David C . Ullrich
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: alainverghote@xxxxxxxxx
• 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: William Elliot
• Re: Definition of left/right/two-sided non_zerodivisor
  • From: qsymmetry
• Re: Definition of left/right/two-sided non_zerodivisor
  • From: qsymmetry
• A mathematical assistant that you'd like?
  • From: Arnold Neumaier
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: alainverghote@xxxxxxxxx
• Re: Short FLT confusion, help needed
  • From: William Elliot
• solutions manual (To search click in keyboard Ctrl+F)
  • From: sendsolutions
• Re: Short FLT confusion, help needed
  • From: Gc
• Short FLT confusion, help needed
  • From: Gc
• Re: The modern mathematical concept of infinity is indefensible
  • From: Han de Bruijn
• Re: The modern mathematical concept of infinity is indefensible
  • From: Han de Bruijn
• Re: The modern mathematical concept of infinity is indefensible
  • From: Han de Bruijn
• Re: Definition of left/right/two-sided non_zerodivisor
  • From: Mariano Suárez-Alvarez
• Re: The modern mathematical concept of infinity is indefensible
  • From: Han de Bruijn
• Re: The modern mathematical concept of infinity is indefensible
  • From: Han de Bruijn
• Re: solving the equation(modified)
  • From: Nimo
• Re: time function
  • From: Piet Vanraad
• Re: More trigonometric equations!!!
  • From: Passerby
• Re: Definition of left/right/two-sided non_zerodivisor
  • From: William Elliot
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: hagman
• Re: Tough Lebesgue problem I can't even start
  • From: G Patel
• Re: -- g o g = f
  • From: galathaea
• Re: solving the equation
  • From: [Mr.] Lynn Kurtz
• Re: More trigonometric equations!!!
  • From: jmorriss@xxxxxxxxxxx
• Re: solving the equation
  • From: Nimo
• Re: More trigonometric equations!!!
  • From: Robert Israel
• Re: solving the equation
  • From: Greg Neill
• Re: More trigonometric equations!!!
  • From: Albert
• Re: More trigonometric equations!!!
  • From: Albert
• Re: solving the equation
  • From: Nimo
• Re: solving the equation
  • From: Nimo
• Re: More trigonometric equations!!!
  • From: Dave
• Re: time function
  • From: Frederick Williams
• Re: Tough Lebesgue problem I can't even start
  • From: G Patel
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• Re: solving the equation
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• Re: More trigonometric equations!!!
  • From: Albert
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• Re: f( 3 * x ) + f( 7 * x ) = f( 9 * x )
  • From: Mutt Buncher
• Re: Tough Lebesgue problem I can't even start
  • From: Robert Israel
• Re: just curious
  • From: imuaplease
• Definition of left/right/two-sided non_zerodivisor
  • From: qsymmetry
• Re: tree
  • From: Gerry Myerson
• Re: just curious
  • From: Gerry Myerson
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• Re: big O notation
  • From: Gerry Myerson
• time function
  • From: Chunekit Pong
• just curious
  • From: curious george
• big O notation
  • From: Chunekit Pong
• tree
  • From: Carl Forsman
• Re: JSH: Why many of you hate simple
  • From: T.H. Ray
• Re: Calculating the nth digit of pi in base 10
  • From: quasi
• Re: A Determinant that Arises in Signal Processing
  • From: galathaea
• Re: A Determinant that Arises in Signal Processing
  • From: Achava Nakhash, the Loving Snake
• Re: Calculating the nth digit of pi in base 10
  • From: rossum
• Re: Calculating the nth digit of pi in base 10
  • From: temptony
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: How do I obtain Tek and learn to use it?
  • From: Achava Nakhash, the Loving Snake
• Re: Calculating the nth digit of pi in base 10
  • From: quasi
• Tough Lebesgue problem I can't even start
  • From: G Patel
• Calculating the nth digit of pi in base 10
  • From: Henrik
• Re: f( 3 * x ) + f( 7 * x ) = f( 9 * x )
  • From: quasi
• Re: Halmos and generalization of Cartesian product
  • From: Agapito Martinez
• Re: f( 3 * x ) + f( 7 * x ) = f( 9 * x )
  • From: Timothy Murphy
• Re: f( 3 * x ) + f( 7 * x ) = f( 9 * x )
  • From: LooseFeather
• Re: f( 3 * x ) + f( 7 * x ) = f( 9 * x )
  • From: quasi
• f( 3 * x ) + f( 7 * x ) = f( 9 * x )
  • From: amy666
• Re: about convex functions
  • From: beet
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: -- g o g = f
  • From: Robert Israel
• Re: Halmos and generalization of Cartesian product
  • From: Arturo Magidin
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: How to evaluate Int[(w*sin(w))/(a-cos(w)),0,pi]
  • From: rancid moth
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: Halmos and generalization of Cartesian product
  • From: Mariano Suárez-Alvarez
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: Halmos and generalization of Cartesian product
  • From: agapito6314
• Re: what a watt-less what they got?
  • From: amy666
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: amy666
• Re: -- g o g = f
  • From: hagman
• Re: A Determinant that Arises in Signal Processing
  • From: victor_meldrew_666
• Re: JSH: Probably right, but kind of depressing, you know?
  • From: KMF
• Re: solving the equation
  • From: Greg Neill
• Re: Probably right, but kind of depressing, you know?
  • From: Roman B. Binder
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: hagman
• Re: solving the equation
  • From: Nimo
• Re: about convex functions
  • From: quasi
• Re: The modern mathematical concept of infinity is indefensible
  • From: amygdala
• Re: about convex functions
  • From: Mariano Suárez-Alvarez
• Re: Unique approach at certain polynomials of n degree: FLT's proof ex. n=3
  • From: Roman B. Binder
• Re: about convex functions
  • From: quasi
• Re: The modern mathematical concept of infinity is indefensible
  • From: amygdala
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: alainverghote@xxxxxxxxx
• Re: about convex functions
  • From: quasi
• Re: about convex functions
  • From: Mariano Suárez-Alvarez
• Re: solving the equation
  • From: Greg Neill
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: gudi
• Re: solving the equation
  • From: Nimo
• Re: solving the equation
  • From: Nimo
• Re: A Determinant that Arises in Signal Processing
  • From: Achava Nakhash, the Loving Snake
• about convex functions
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• Re: homomorphisms on Z^m
  • From: Mariano Suárez-Alvarez
• Re: A Determinant that Arises in Signal Processing
  • From: Achava Nakhash, the Loving Snake
• Re: The modern e-mail concept of stupidity is unavoidable.
  • From: David R Tribble
• Re: homomorphisms on Z^m
  • From: John R. Martin
• Re: The modern mathematical concept of infinity is indefensible
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• Re: solving the equation
  • From: Greg Neill
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: Mutt Buncher
• Re: The modern mathematical concept of infinity is indefensible
  • From: Jesse F. Hughes
• Re: The modern mathematical concept of infinity is indefensible
  • From: FredJeffries
• Re: The modern mathematical concept of infinity is indefensible
  • From: David R Tribble
• Re: solving the equation
  • From: David Bernier
• Re: solving the equation
  • From: Nimo
• The modern e-mail concept of stupidity is unavoidable.
  • From: Ludovicus
• Re: The modern mathematical concept of infinity is indefensible
  • From: FredJeffries
• Re: The modern mathematical concept of infinity is indefensible
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• Re: The modern mathematical concept of infinity is indefensible
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• Re: solving the equation
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• Re: The modern mathematical concept of infinity is indefensible
  • From: Han de Bruijn
• Re: The modern mathematical concept of infinity is indefensible
  • From: David R Tribble
• Re: 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: quasi
• Re: The modern mathematical concept of infinity is indefensible
  • From: Han de Bruijn
• Re: line-line distance
  • From: keith
• Re: Galois Group of x^8-2
  • From: Derek Holt
• Re: Galois Group of x^8-2
  • From: Derek Holt
• Re: Pell's Equation and the factoring problem
  • From: Jesse F. Hughes
• Re: The modern mathematical concept of infinity is indefensible
  • From: Jesse F. Hughes
• Re: How to evaluate Int[(w*sin(w))/(a-cos(w)),0,pi]
  • From: Maria
• Re: Pell's Equation and the factoring problem
  • From: Jesse F. Hughes
• 2 * f(a) f(b) f(ab) = f(a+b) + f(a-b)
  • From: amy666
• Re: homomorphisms on Z^m
  • From: Hagen
• Re: Galois Group of x^8-2
  • From: Timothy Murphy
• Re: The modern mathematical concept of infinity is indefensible
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• Re: -- g o g = f
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• Re: solving the equation
  • From: Nimo
• Re: The modern mathematical concept of infinity is indefensible
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• Re: Is this proof of infinitely many primes flawed?
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• Re: The modern mathematical concept of infinity is indefensible
  • From: Han de Bruijn
• Re: -- g o g = f
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• Re: The modern mathematical concept of infinity is indefensible
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• Re: Is this proof of infinitely many primes flawed?
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• Re: The modern mathematical concept of infinity is indefensible
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• Re: Laplacian of Schwartz distribution, fundamental solution
  • From: David Bernier
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  • From: Han de Bruijn
• Re: sci.math readers: more elementary proof of FLT here:
  • From: Roman B. Binder
• Re: homomorphisms on Z^m
  • From: W. Dale Hall
• Re: meaning or definition for *representative* (context: Algebra)
  • From: Piet Vanraad
• Re: A Determinant that Arises in Signal Processing
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• Re: homomorphisms on Z^m
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• Re: solving the equation
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• Re: eliminate t,s
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• Re: More trigonometric equations!!!
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• Re: Well ordering
  • From: Michael Press
• Re: Is this proof of infinitely many primes flawed?
  • From: Bill Dubuque
• Re: -- g o g = f
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• homomorphisms on Z^m
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• Re: solving the equation
  • From: David Bernier
• Re: Is this proof of infinitely many primes flawed?
  • From: Bill Dubuque
• Re: solving the equation
  • From: Nimo
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  • From: Ignacio Larrosa Caņestro
• Re: Naive set theory question
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• Re: solving the equation
  • From: Robert Israel
• Re: Another Mistake in a geometry textbook?
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• Re: innter measure help
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• Re: eliminate t,s
  • From: karl
• Re: A motivation on the study of uniform spaces
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• eliminate t,s
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• Re: More trigonometric equations!!!
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• Re: -- g o g = f
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• Re: More trigonometric equations!!!
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• Re: solving the equation
  • From: Matt
• Re: A Determinant that Arises in Signal Processing-
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• Re: solving the equation
  • From: Nimo
• Galois Group of x^8-2
  • From: icomeinthewest
• Re: How do I obtain Tek and learn to use it?
  • From: galathaea
• Re: Another Mistake in a geometry textbook?
  • From: Achava Nakhash, the Loving Snake
• How do I obtain Tek and learn to use it?
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• Re: JSH: Real world is complicated
  • From: LooseFeather
• Re: A Determinant that Arises in Signal Processing-
  • From: Achava Nakhash, the Loving Snake
• innter measure help
  • From: lite . on . beta
• Re: How to evaluate Int[(w*sin(w))/(a-cos(w)),0,pi]
  • From: G. A. Edgar
• Re: Another Mistake in a geometry textbook?
  • From: Dave
• Re: solving the equation
  • From: Gerry Myerson
• solving the equation
  • From: Nimo
• Re: Another Mistake in a geometry textbook?
  • From: Ignacio Larrosa Caņestro
• Another Mistake in a geometry textbook?
  • From: michalchik@xxxxxxx
• Re: A Determinant that Arises in Signal Processing-
  • From: JEMebius
• Re: More trigonometric equations!!!
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• Re: -- g o g = f
  • From: David Hartley
• Re: rotoscalar (baby division on polysign)
  • From: Tim BandTech.com
• How to evaluate Int[(w*sin(w))/(a-cos(w)),0,pi]
  • From: Maria
• Re: More trigonometric equations!!!
  • From: Dave
• Re: The modern mathematical concept of infinity is indefensible
  • From: amygdala
• More trigonometric equations!!!
  • From: Albert
• A Determinant that Arises in Signal Processing
  • From: Achava Nakhash, the Loving Snake
• Re: The modern mathematical concept of infinity is indefensible
  • From: amygdala
• Re: JSH: Real world is complicated
  • From: KMF
• Re: JSH: Real world is complicated
  • From: Jim Ferry
• Re: Fibonacci Groups - current status
  • From: Gerry Myerson
• Re: elementary functions
  • From: amy666
• Re: meaning or definition for *representative* (context: Algebra)
  • From: A N Niel
• Re: Is this proof of infinitely many primes flawed?
  • From: sttscitrans@xxxxxxxxx
• Re: Naive set theory question
  • From: Aatu Koskensilta
• Re: meaning or definition for *representative* (context: Algebra)
  • From: Mariano Suárez-Alvarez
• meaning or definition for *representative* (context: Algebra)
  • From: Piet Vanraad
• Re: -- g o g = f
  • From: quasi
• Re: Naive set theory question
  • From: Jon Slaughter
• Re: rotoscalar (baby division on polysign)
  • From: Mariano Suárez-Alvarez
• Re: -- g o g = f
  • From: quasi
• Re: JSH: Real world is complicated
  • From: Enrico
• Re: -- g o g = f
  • From: quasi
• rotoscalar (baby division on polysign)
  • From: Tim BandTech.com
• Re: -- g o g = f
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• Re: Cardinality of real topology without choice
  • From: MoeBlee
• Re: Cardinality of real topology without choice
  • From: Virgil
• Re: A motivation on the study of uniform spaces
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• Re: line-line distance
  • From: Virgil
• Re: line-line distance
  • From: Ignacio Larrosa Caņestro
• Re: Cardinality of real topology without choice
  • From: MoeBlee
• Re: Free modules over rings without unity ?
  • From: Hagen
• Re: Is this proof of infinitely many primes flawed?
  • From: W^3
• Voronoi on sphere
  • From: sv07171024
• Re: line-line distance
  • From: Virgil
• Re: Well ordering
  • From: Zdislav V. Kovarik
• Re: Naive set theory question
  • From: Dan Christensen
• Re: The modern mathematical concept of infinity is indefensible
  • From: Tonicopm
• Re: Naive set theory question
  • From: Dan Christensen
• Re: -- g o g = f
  • From: Robert Israel
• Re: Radius of largest n+1 balls in n-dimensional unit cube?
  • From: Rob Johnson
• Re: line-line distance
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• Re: The modern mathematical concept of infinity is indefensible
  • From: Aatu Koskensilta
• Re: Well ordering of reals
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• Re: line-line distance
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• Re: Well ordering of reals
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• Re: The modern mathematical concept of infinity is indefensible
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• Re: grading of hom sets
  • From: Mariano Suárez-Alvarez
• Re: -- sequences of integers, closed under some operations
  • From: quasi
• Re: grading of hom sets
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• Re: Polysigned A^A
  • From: Mariano Suárez-Alvarez
• Re: union of 3 subspace
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• Re: -- g o g = f
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• Re: union of 3 subspace
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• Re: -- sequences of integers, closed under some operations
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• Re: -- sequences of integers, closed under some operations
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• Re: Free modules over rings without unity ?
  • From: quasi
• Re: JSH: Probably right, but kind of depressing, you know?
  • From: KMF
• Re: The modern mathematical concept of infinity is indefensible
  • From: Aatu Koskensilta
• Re: Math (Equation)
  • From: Ray Vickson
• Re: line-line distance
  • From: keith
• Re: Pell's Equation and the factoring problem
  • From: Jesse F. Hughes
• Re: Radius of largest n+1 balls in n-dimensional unit cube?
  • From: David Bernier
• Re: union of 3 subspace
  • From: A N Niel
• Re: union of 3 subspace
  • From: temptony
• Re: union of 3 subspace
  • From: temptony
• Re: Radius of largest n+1 balls in n-dimensional unit cube?
  • From: David Bernier
• Re: Prime ideal
  • From: Piet Vanraad
• Solutions manual for YOU
  • From: cartermath2
• Re: Prime ideal
  • From: Arturo Magidin
• Re: Proof of Lesser/Fortunate Conjecture (c) JGW 2009
  • From: bearnol
• Re: Polysigned A^A
  • From: Tim BandTech.com
• Re: union of 3 subspace
  • From: A N Niel
• union of 3 subspace
  • From: Justinver
• Re: Set maps and double negation
  • From: William Elliot
• Re: Is this proof of infinitely many primes flawed?
  • From: sttscitrans@xxxxxxxxx
• Re: Math (Equation)
  • From: Aage Andersen
• Re: Prime ideal
  • From: victor_meldrew_666
• Re: The modern mathematical concept of infinity is indefensible
  • From: Jesse F. Hughes
• Re: Well ordering
  • From: persres@xxxxxxxxxxxxxx
• Re: -- g o g = f
  • From: David Hartley
• Kleen Brouwer ordering - Descriptive set theory
  • From: persres@xxxxxxxxxxxxxx
• Re: Prime ideal
  • From: David C . Ullrich
• Re: Free modules over rings without unity ?
  • From: Hagen
• Re: -- g o g = f
  • From: David C . Ullrich
• Re: -- g o g = f
  • From: Denis Feldmann
• Re: Prime ideal
  • From: José Carlos Santos
• Re: Fibonacci Groups - current status
  • From: secondmouse
• Re: Linear regression model
  • From: RAMCAL
• Re: Free modules over rings without unity ?
  • From: Hagen
• Re: Is this proof of infinitely many primes flawed?
  • From: David C . Ullrich
• Re: -- g o g = f
  • From: quasi
• Re: JSH: Real world is complicated
  • From: elhombre
• Re: Open sets and proper mapping
  • From: David C . Ullrich
• Re: -- g o g = f
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• Re: -- g o g = f
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• Re: Prime ideal
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• Re: -- g o g = f
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• Re: Free modules over rings without unity ?
  • From: Hagen
• Re: Radius of largest n+1 balls in n-dimensional unit cube?
  • From: quasi
• Re: Math (Equation)
  • From: José Carlos Santos
• Math (Equation)
  • From: choo
• Re: -- g o g = f
  • From: quasi
• Re: envelope surface
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• Re: Open sets and proper mapping
  • From: José Carlos Santos
• Re: -- g o g = f
  • From: quasi
• Re: Wreath products
  • From: Derek Holt
• Re: Open sets and proper mapping
  • From: jane
• Re: fractional iteration of f(x)=1/(1+x)
  • From: alainverghote@xxxxxxxxx
• sci.math readers: more elementary proof FLT here:
  • From: Roman B. Binder
• Re: Is this proof of infinitely many primes flawed?
  • From: sttscitrans@xxxxxxxxx
• Re: first use of factors of 30 poset / Boolean algebra
  • From: Daniel J. Greenhoe
• Re: -- g o g = f
  • From: Mariano Suárez-Alvarez
• Re: -- g o g = f
  • From: quasi
• Re: -- g o g = f
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• Re: -- g o g = f
  • From: quasi
• Re: Definition of nonzero divisors
  • From: William Elliot
• Re: Set maps and double negation
  • From: William Elliot
• Re: -- g o g = f
  • From: galathaea
• Definition of nonzero divisors
  • From: qsymmetry
• Re: -- g o g = f
  • From: galathaea
• Re: The modern mathematical concept of infinity is indefensible
  • From: lwalke3
• Re: Solving Integral equation for f(x) ?
  • From: Nimo
• Re: Naive set theory question
  • From: William Elliot
• Re: Naive set theory question
  • From: Dan Christensen
• Re: Sylow subgroups of Alt(4)
  • From: qsymmetry
• Re: Sylow subgroups of Alt(4)
  • From: qsymmetry
• Re: JSH: Probably right, but kind of depressing, you know?
  • From: KMF
• Re: Welcome to <sci.math>. These suggestions may help you. [29]
  • From: William Elliot
• Free modules over rings without unity ?
  • From: qsymmetry
• Re: Sylow subgroups of Alt(4)
  • From: Mariano Suárez-Alvarez
• Re: -- g o g = f
  • From: Robert Israel
• Re: Naive set theory question
  • From: mathphybeginner
• Re: Maximum of a sum(sin(2^n*x) / 2^n , n=0..inf)
  • From: David Bernier
• Re: Naive set theory question
  • From: M Granger
• Re: Numerical integration of K_0(x)
  • From: rancid moth
• Re: Naive set theory question
  • From: Arturo Magidin
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• Re: -- g o g = f
  • From: quasi
• Re: Is this proof of infinitely many primes flawed?
  • From: W^3
• Naive set theory question
  • From: mathphybeginner
• Re: -- g o g = f
  • From: Chip Eastham
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: Descartes and Cartesian Coordinates
  • From: Gerry Myerson
• Re: Well ordering
  • From: Peter Webb
• Determine if arc contains some degree
  • From: amygdala
• set theory - forcing an arbitrary set to be countable
  • From: M Granger
• Re: The modern mathematical concept of infinity is indefensible
  • From: Michael Press
• Re: Patterns in pi, copyright law, and philosophy
  • From: Peter Webb
• -- g o g = f
  • From: quasi
• Re: Radius of largest n+1 balls in n-dimensional unit cube?
  • From: David Bernier
• Re: Random number sequences
  • From: Bill Bowden
• Re: The modern mathematical concept of infinity is indefensible
  • From: Edward Green
• Re: ---- ---- --- A question in trigonometry
  • From: Deep
• Wreath products
  • From: qsymmetry
• Re: Sylow subgroups of Alt(4)
  • From: qsymmetry
• Re: Is this proof of infinitely many primes flawed?
  • From: Ray Vickson
• Re: Is this proof of infinitely many primes flawed?
  • From: sttscitrans@xxxxxxxxx
• Re: Projective spaces
  • From: David Bernier
• Re: Halmos and generalization of Cartesian product
  • From: Mariano Suárez-Alvarez
• Re: Halmos and generalization of Cartesian product
  • From: Arturo Magidin
• Re: Halmos and generalization of Cartesian product
  • From: Virgil
• Re: brute force tetration / greedy tetration
  • From: Mariano Suárez-Alvarez
• Re: Halmos and generalization of Cartesian product
  • From: Mariano Suárez-Alvarez
• Re: Is this proof of infinitely many primes flawed?
  • From: conrad
• Re: Halmos and generalization of Cartesian product
  • From: agapito6314
• Re: Is this proof of infinitely many primes flawed?
  • From: hagman
• Is this proof of infinitely many primes flawed?
  • From: conrad
• Re: line-line distance
  • From: Adam
• Re: Halmos and generalization of Cartesian product
  • From: Arturo Magidin
• Re: Fibonacci Groups - current status
  • From: Gerry Myerson
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: The modern mathematical concept of infinity is indefensible
  • From: Joshua Cranmer
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Halmos and generalization of Cartesian product
  • From: agapito6314
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: The modern mathematical concept of infinity is indefensible
  • From: Jesse F. Hughes
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: brute force tetration / greedy tetration
  • From: Matt
• Re: Unique approach at certain polynomials of n degree: FLT's proof ex. n=3
  • From: Roman B. Binder
• Re: Solving Integral equation for f(x) ?
  • From: Robert Israel
• Re: Welcome to <sci.math>. These suggestions may help you. [29]
  • From: Ken Pledger
• Re: The modern mathematical concept of infinity is indefensible
  • From: umumenu
• Re: The modern mathematical concept of infinity is indefensible
  • From: umumenu
• Re: brute force tetration / greedy tetration
  • From: quasi
• Re: The modern mathematical concept of infinity is indefensible
  • From: umumenu
• Re: The modern mathematical concept of infinity is indefensible
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• Re: line-line distance
  • From: Virgil
• Re: The modern mathematical concept of infinity is indefensible
  • From: umumenu
• Re: brute force tetration / greedy tetration
  • From: Mariano Suárez-Alvarez
• Re: brute force tetration / greedy tetration
  • From: quasi
• Re: The modern mathematical concept of infinity is indefensible
  • From: umumenu
• Re: The modern mathematical concept of infinity is indefensible
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• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: fractional iteration of f(x)=1/(1+x)
  • From: Gottfried Helms
• Re: Finding the function f(x) ?
  • From: hagman
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: The modern mathematical concept of infinity is indefensible
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• Re: The modern mathematical concept of infinity is indefensible
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• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: brute force tetration / greedy tetration
  • From: hagman
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: The modern mathematical concept of infinity is indefensible
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• Re: Sylow subgroups of Alt(4)
  • From: Jack Schmidt
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: The modern mathematical concept of infinity is indefensible
  • From: Virgil
• Re: Projective spaces
  • From: Kaba
• Re: brute force tetration / greedy tetration
  • From: quasi
• Re: Sylow subgroups of Alt(4)
  • From: qsymmetry
• Re: Sylow subgroups of Alt(4)
  • From: hagman
• Re: A motivation on the study of uniform spaces
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• Re: A motivation on the study of uniform spaces
  • From: Jose Capco
• Re: Radius of largest n+1 balls in n-dimensional unit cube?
  • From: quasi
• Re: Sylow subgroups of Alt(4)
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• Fibonacci Groups - current status
  • From: secondmouse
• Re: brute force tetration / greedy tetration
  • From: quasi
• Re: line-line distance
  • From: [Mr.] Lynn Kurtz
• Re: Set maps and double negation
  • From: Marc Olschok
• Re: The modern mathematical concept of infinity is indefensible
  • From: Jesse F. Hughes
• Re: The modern mathematical concept of infinity is indefensible
  • From: Jesse F. Hughes
• Re: smoothing of functions through expectation operator
  • From: simundza
• Re: The modern mathematical concept of infinity is indefensible
  • From: Jesse F. Hughes
• Re: Finding the function f(x) ?
  • From: Frederick Williams
• Re: Trigonometric identities with a twist
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• Re: Projective spaces
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• Re: Sylow subgroups of Alt(4)
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• Re: brute force tetration / greedy tetration
  • From: David C . Ullrich
• Re: Sylow subgroups of Alt(4)
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• Re: why?
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• Re: Open sets and proper mapping
  • From: David C . Ullrich
• Re: The modern mathematical concept of IF WE ASSUME
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• Re: Radius of largest n+1 balls in n-dimensional unit cube?
  • From: Rob Johnson
• Re: Open sets and proper mapping
  • From: José Carlos Santos
• Re: The modern mathematical concept of IF WE ASSUME
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• Proof of Lesser/Fortunate Conjecture (c) JGW 2009
  • From: bearnol
• Re: The modern mathematical concept of infinity is indefensible
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• The modern mathematical concept of IF WE ASSUME
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• Re: line-line distance
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• Re: The modern mathematical concept of infinity is indefensible
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• Re: Open sets and proper mapping
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• Re: The modern mathematical concept of infinity is indefensible
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• Re: The modern mathematical concept of infinity is indefensible
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• Re: direct product and tensor product
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• Re: Open sets and proper mapping
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• Re: Open sets and proper mapping
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• Re: Laplacian of Schwartz distribution, fundamental solution
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• Re: Polysigned A^A
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• Re: Proving trigonometric identities
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• Re: Welcome to <sci.math>. These suggestions may help you. [29]
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• Re: Triangle Incenter Question
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• Re: e^(e^(e^e)) =N ?
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• Re: Optimising files on a DVD -any algorithm better than brute-force approach?
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• functional translations and coefficient extraction (exponential sum decompositions)
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• Re: Mathematician--Top Job?
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• Welcome to <sci.math>. These suggestions may help you. [29]
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• Re: Maximum of a sum(sin(2^n*x) / 2^n , n=0..inf)
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• Re: fractional iteration of f(x)=1/(1+x)
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• Re: Polysigned A^A
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• Re: Optimising files on a DVD -any algorithm better than brute-force approach?
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• Re: U-Tetration-matrix and iterated mersenne-primes (applic. to Lucas-Lehmer-test) /corrected repost 2
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• Re: -- f(k) = k^(n-1) (mod n)
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• Re: Estimating the mean of the cumulative hypergeometric?
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• Is this action primitive?
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• Re: U-Tetration-matrix and iterated mersenne-primes (applic. to Lucas-Lehmer-test) /corrected repost 2
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• Re: U-Tetration-matrix and iterated mersenne-primes (applic. to Lucas-Lehmer-test) /corrected repost
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• Re: Estimating the mean of the cumulative hypergeometric?
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• Re: -- f(k) = k^(n-1) (mod n)
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• Re: Searching for an 'efficient' proof of: [S_n:H]=2 -> H=A_n.
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• Re: U-Tetration-matrix and iterated mersenne-primes (applic. to Lucas-Lehmer-test)
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  • From: quasi
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  • From: quasi
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  • From: quasi
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  • From: Matt
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  • From: Dave L. Renfro
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  • From: Tim BandTech.com
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  • From: quasi
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  • From: Tim BandTech.com
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• Re: Nash games theory
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• Re: prime numbers formula please.
  • From: amy666
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  • From: David C . Ullrich
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  • From: amy666
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  • From: euler.shannon@xxxxxxxxx
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  • From: amy666
• Re: Dense images of Z^2 in R
  • From: Rolf Bardeli
• Re: what would euler do with
  • From: amy666
• Re: prime numbers formula please.
  • From: miss.helpful
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• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
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• Re: Circle problem.
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• Sum(1/(p(i)*log(p(i))), i=1...infinity)=Pi/2 ????
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• Re: Circle problem.
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• Riemann integrability of f implies riemann integrability of norm(f )
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• Solutions Manuals for Sale
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• Re: prime numbers formula please.
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• Re: Well ordering of reals
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• Circle problem.
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• Re: bounded derivative ==> bounded function
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• bounded derivative ==> bounded function
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• Re: 0^0
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• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
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• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
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• Solutions manual to ENGINEERING MECHANICS: DYNAMICS by BEDFORD 5th.
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• Solutions manual to Modern Control Systems 11th by Richard C Dorf and Robert H. Bishop
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• Re: prime numbers formula please.
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• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
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• I think that Chinese people like dogs. I will take the yellow with black people into concentration camps. I will appear in Jerusalem. I am a hero. I will tell you what is "Armageddon". I am Isaac Newton.
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• I think that Chinese people like dogs. I will take the yellow with black people into concentration camps. I will appear in Jerusalem. I am a hero. I will tell you what is "Armageddon". I am Isaac Newton.
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• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
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• Re: 0^0
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• Re: 0^0
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• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
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• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
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• Re: 0^0
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• Re: 0^0
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• Re: prime numbers formula please.
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• Re: About x^5+y^5+z^5=t^4
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• Re: how to form a differential equation ?
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• Fahionable Dolce and Gabbana Women Shoes
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• 0^0
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• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
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• Re: Error/Omission in high school geometry book?
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• prime numbers formula please.
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• Re: Error/Omission in high school geometry book?
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• Re: Notation Aut^+(V) when V is a platonic solid
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• Re: Existence of an linear embedding
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• Normal closure of a complement to a normal subgroup
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• Re: linear operator
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• Re: Well ordering of reals
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• Re: Error/Omission in high school geometry book?
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• Re: JSH "problem"
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• Re: please help me
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• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
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• Re: Lagrange Polynomial
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• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
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• Re: Simple Integral Equn
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• Re: Kolman's Elementary Linear Algebra book
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• Re: Desc set theory - Projections of product spaces
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• Kolman's Elementary Linear Algebra book
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• Re: Desc set theory - Projections of product spaces
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• Re: Simple Integral Equn
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• Re: Restriction of Linear Operator
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• linear operator
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• Existence of an linear embedding
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• Re: A MOD B NO MATH HAHAHAHA !!
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• graph of RiemannSiegelZ function near large local max. found by Odlyzko
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• Re: Lagrange Polynomial
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• Re: Most radical and stupid thing I ever said. Also the most correct.
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• Restriction of Linear Operator
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• Re: JSH "problem"
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: Most radical and stupid thing I ever said. Also the most correct.
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• Re: calculating variance
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• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
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• Re: Error/Omission in high school geometry book?
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• Re: Notation Aut^+(V) when V is a platonic solid
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• Re: Is this an error?
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• Re: Error/Omission in high school geometry book?
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• Re: JSH "problem"
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• Re: Error/Omission in high school geometry book?
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• Re: calculating variance
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• Error/Omission in high school geometry book?
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• Re: Notation Aut^+(V) when V is a platonic solid
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• Re: simple question involving closure under the operation on a group (or monoid
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• Re: Notation Aut^+(V) when V is a platonic solid
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• Notation Aut^+(V) when V is a platonic solid
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• Re: Getting an ellipse from three points and two tangents
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• Re: cycle length of a p-group
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• Re: simple question involving closure under the operation on a group (or monoid
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• About x^10+y^10+z^10=t^4
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• Re: simple question involving closure under the operation on a group (or monoid
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• Re: A simple pseudorandom number generator.
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• Re: JSH "problem"
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• Re: Getting an ellipse from three points and two tangents
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• Cohomology
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• Re: About x^5+y^5+z^5=t^4
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• Re: When do matrices B and C commute?
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• Re: Well ordering of reals
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• Re: Well ordering of reals
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• Re: simple question involving closure under the operation on a group (or monoid
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• Re: JSH "problem"
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• Re: JSH "problem"
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• simple question involving closure under the operation on a group (or monoid
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• Re: please help me
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• please help me
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• Re: how to form a differential equation ?
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• Re: HAHAHAHA !!
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• Re: JSH "problem"
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• Re: A simple pseudorandom number generator.
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• Re: cycle length of a p-group
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• Re: JSH "problem"
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• Re: JSH "problem"
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• A simple pseudorandom number generator.
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• Re: About x^5+y^5+z^5=t^4
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• Re: cycle length of a p-group
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• Re: calculating variance
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: JSH "problem"
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: Simple Integral Equn
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• Re: JSH "problem"
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• Re: Simple Integral Equn
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• Re: cycle length of a p-group
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• Re: Square root of non-diagonalizable matrix
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• Re: Most radical and stupid thing I ever said. Also the most correct.
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• Re: JSH "problem"
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• Re: The modern mathematical concept of infinity is indefensible
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• Re: e^ix
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• Re: JSH "problem"
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• Re: Desc set theory - Projections of product spaces
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• About x^5+y^5+z^5=t^4
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• Re: How to "figure out" the correct distibution function? -- Please help!
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• Fashionable ED Hardy Hoody
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• Re: A question about polygons on official football
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• Re: The modern mathematical concept of infinity is indefensible
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• JSH "problem"
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• Re: Most radical and stupid thing I ever said. Also the most correct.
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• Re: Most radical and stupid thing I ever said. Also the most correct.
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• Desc set theory - Projections of product spaces
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• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
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• Re: A question about polygons on official football
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• e^ix
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• Re: Is this an error?
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• Re: Getting an ellipse from three points and two tangents
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• Re: Well ordering of reals
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• Re: Well ordering of reals
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• cycle length of a p-group
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• Re: Simple Integral Equn
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• Re: Simple Integral Equn
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• Re: calculating variance
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• Re: Getting an ellipse from three points and two tangents
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• calculating variance
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• Re: Well ordering of reals
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• Re: A question about polygons on official football
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• Is this an error?
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: how to form a differential equation ?
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• Re: Lagrange Polynomial
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• Re: math on my printer... help please!!!
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• math on my printer... help please!!!
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• Re: Well ordering of reals
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• Re: Most radical and stupid thing I ever said. Also the most correct.
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• Re: Well ordering of reals
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• Re: Well ordering of reals
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• Re: Approx. Curvature from Three points in space
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• Re: Circular Curve Path
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• Re: Well ordering of reals
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• Re: Getting an ellipse from three points and two tangents
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• Re: Help residue tan(z)
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• Re: Help residue tan(z)
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• Circular Curve Path
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• Re: Is the sky still falling?
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• Re: Help residue tan(z)
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• Pari/GP soft problem
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• Re: Help residue tan(z)
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• Re: Help residue tan(z)
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• Re: Rational points of tangent
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• Re: Does x^2+y^2=z^50 have integer solutions?
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• Help residue tan(z)
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• Re: Is the sky still falling?
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• Re: Rational points of tangent
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• Re: Rational points of tangent
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• Re: Tetration proof?
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• Re: Rational points of tangent
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• Re: Construct complex valued function
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• Re: Most radical and stupid thing I ever said. Also the most correct.
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• Re: Rational points of tangent
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• Re: Rational points of tangent
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• Rational points of tangent
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• Re: Probability & combination question
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• Re: Approx. Curvature from Three points in space
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• Re: How to "figure out" the correct distibution function? -- Please help!
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• Lagrange Polynomial
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• Re: SL(n, C) as the product of two elements of finite order
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• Re: Does this equation have solutions in integers?
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• Re: Approx. Curvature from Three points in space
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• Re: Does this equation have solutions in integers?
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• Re: Does this equation have solutions in integers?
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• Re: Does this equation have solutions in integers?
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• Re: Does this equation have solutions in integers?
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• Discount Ed hardy
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• Re: Canonical DNF
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• Does this equation have solutions in integers?
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• Re: Approx. Curvature from Three points in space
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• Re: Stuck on modal logic proof
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• Re: Canonical DNF
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• Re: asymptotic expansion
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• Re: HAHAHAHA !!
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• Re: Does x^2+y^2=z^50 have integer solutions?
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• Re: rational area and volume (repost)
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• Getting an ellipse from three points and two tangents
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• Re: Simple Integral Equn
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• Re: rational area and volume (repost)
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• Re: rational area and volume (repost)
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• Re: The modern mathematical concept of infinity is indefensible
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• name for groups that cannot be written as (semi)direct product
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: Square root of non-diagonalizable matrix
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• Approx. Curvature from Three points in space
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: SL(n, C) as the product of two elements of finite order
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• Re: Laurent series help
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: how to form a differential equation ?
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• Re: Construct complex valued function
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: how to form a differential equation ?
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• Re: how to form a differential equation ?
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• Re: The modern mathematical concept of infinity is indefensible
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• Canonical DNF
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• Re: Stuck on modal logic proof
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• how to form a differential equation ?
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• Re: HAHAHAHA !!
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: Most radical and stupid thing I ever said. Also the most correct.
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Extending a function from the boundary of an open set
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• Re: Does x^2+y^2=z^50 have integer solutions?
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• Re: Does x^2+y^2=z^50 have integer solutions?
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• Mathematician #1 Job per WSJ
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• Re: asymptotic expansion
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• Re: Does x^2+y^2=z^50 have integer solutions?
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• Re: Perpendicular bisector question
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• Re: Does x^2+y^2=z^50 have integer solutions?
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• Re: Construct complex valued function
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• Re: Does x^2+y^2=z^50 have integer solutions?
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• Re: Construct complex valued function
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• Re: Construct complex valued function
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• Construct complex valued function
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• Re: Does x^2+y^2=z^50 have integer solutions?
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• Re: Does x^2+y^2=z^50 have integer solutions?
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• Re: Most radical and stupid thing I ever said. Also the most correct.
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• Palestinians Under Attack
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• Re: Does x^2+y^2=z^50 have integer solutions?
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• Re: Does x^2+y^2=z^50 have integer solutions?
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• Extending a function from the boundary of an open set
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• Re: crank crank crank
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• HAHAHAHA !!
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• first euler's identity
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• Some formulas of varieties
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• Re: how to calculate e^ix ?
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• Stuck on modal logic proof
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: Square root of non-diagonalizable matrix
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• Re: asymptotic expansion
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• Symposium “Image Processing and Visualization in Solid Mechanics Processes” within the ESMC2009 Conference – Announce & Call for Papers
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• Re: cyclic quartics
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• how to calculate e^ix ?
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• Re: Lagrange Polynomial, Taylor's series, e^ix
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• Re: Lagrange Polynomial, Taylor's series, e^ix
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• Re: Perpendicular bisector question
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• Perpendicular bisector question
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• Re: The modern mathematical concept of infinity is indefensible
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• Optical Computing: special issue - Natural Computing, Springer
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• Re: circles in the complex plane
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• Re: asymptotic expansion
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• I don't want a tangent, but e^ix
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• asymptotic expansion
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• Re: Lagrange Polynomial, Taylor's series, e^ix
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• Re: involute/evolute
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• Re: -- sequences of integers, closed under some operations
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• Re: Square root of non-diagonalizable matrix
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• SL(n, C) as the product of two elements of finite order
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• Re: A question about polygons on official football
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• A question about polygons on official football
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• Re: Polynomial into e^ix expansion ?
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• Simple Integral Equn
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• Re: Lagrange Polynomial, Taylor's series, e^ix
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• Re: rational to real number
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• Re: Polynomial into e^ix expansion ?
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• Re: Polynomial into e^ix expansion ?
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• Re: About local Lipschitz continuity
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• Re: Total derivative of contour integrals?
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• Polynomial into e^ix expansion ?
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• About local Lipschitz continuity
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• Re: Square root of non-diagonalizable matrix
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• Re: Lagrange Polynomial, Taylor's series, e^ix
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• Re: logic question
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
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• Re: Well ordering of reals
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• Re: Well ordering of reals
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• Re: Calculating the powers of a matrix.
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
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• Re: More tetration
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
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• Re: Most radical and stupid thing I ever said. Also the most correct.
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• Solutions Manuals for Sale
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• Re: Example of a subspace of vector space R^n ?
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• Re: What is this impossible figure?
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• Re: -- sequences of integers, closed under some operations
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• Re: What is this impossible figure?
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• What is this impossible figure?
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• Re: Suggest a book on pde
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• Re: circles in the complex plane
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• Re: rational to real number
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• circles in the complex plane
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• Re: rational to real number
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: -- sequences of integers, closed under some operations
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Suggest a book on pde
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• Re: Epistemology: debunking v. open-mindedness
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
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• Re: Square root of non-diagonalizable matrix
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• Re: -- sequences of integers, closed under some operations
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• Re: -- sequences of integers, closed under some operations
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• Re: Square root of non-diagonalizable matrix
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• Re: logic question
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• Re: The modern mathematical concept of infinity is indefensible
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• Re: logic question
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• Re: -- sequences of integers, closed under some operations
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• Re: Example of a subspace of vector space R^n ?
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• Re: mathematics vs. statistics careers
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• Re: logic question
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• Re: -- sequences of integers, closed under some operations
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
  • From: quasi
• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
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• Re: -- sequences of integers, closed under some operations
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• Re: -- sequences of integers, closed under some operations
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• Re: probability of random 20-bit string occuring inside random 1-million-bit string
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• Re: -- sequences of integers, closed under some operations
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• Lagrange Polynomial, Taylor's series, e^ix
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
  • From: lafonque
• probability of random 20-bit string occuring inside random 1-million-bit string
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• Re: Integral equation help ?
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• Re: -- sequences of integers, closed under some operations
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• Re: -- sequences of integers, closed under some operations
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• Re: -- sequences of integers, closed under some operations
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• Re: -- sequences of integers, closed under some operations
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• Re: -- sequences of integers, closed under some operations
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• Re: -- sequences of integers, closed under some operations
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• Re: What IS a differential equation?
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• Re: Integral equation help ?
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• Re: Square root of non-diagonalizable matrix
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• Re: -- sequences of integers, closed under some operations
  • From: cbrown
• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
  • From: quasi
• Re: -- sequences of integers, closed under some operations
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• ill posed problem: please excuse my previous stupid formulation
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• Re: -- sequences of integers, closed under some operations
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• Re: rational to real number
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• tommy algebra
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• Total derivative of contour integrals?
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• Re: Integer Factorization
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• Re: rational to real number
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• Re: JSH: General distributive property result, helps?
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• Re: Square root of non-diagonalizable matrix
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• Re: Find the image of y=2x under e^x
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• Re: rational to real number
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• Re: logic question
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• Find the image of y=2x under e^x
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• Re: rational to real number
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• Re: The modern mathematical concept of infinity is indefensible
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• Re: The modern mathematical concept of infinity is indefensible
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• Re: The modern mathematical concept of infinity is indefensible
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• Re: My speculation.
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• Re: Most radical and stupid thing I ever said. Also the most correct.
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• Re: -- sequences of integers, closed under some operations
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• Re: Most radical and stupid thing I ever said. Also the most correct.
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• Re: Square root of non-diagonalizable matrix
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• other sequence (f_n)
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• Re: My speculation.
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• Re: logic question
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
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• Re: Complex Analysis ("Inner functions" in annulus).
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• Re: sequence (f_n)
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• finding a function with a DE and a Taylor's polynomial.
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• Re: Square root of non-diagonalizable matrix
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
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• Re: sequence (f_n)
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• Square root of non-diagonalizable matrix
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• Re: mathematics vs. statistics careers
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• -- sequences of integers, closed under some operations
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• mathematics vs. statistics careers
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
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• sequence (f_n)
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• Re: Example of a subspace of vector space R^n ?
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
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• Re: Example of a subspace of vector space R^n ?
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• Re: A QUESTION ABOUT IRREDUCIBLE POLYNOMIALS
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• Re: Example of a subspace of vector space R^n ?
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: Most radical and stupid thing I ever said. Also the most correct.
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
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• Re: A QUESTION ABOUT IRREDUCIBLE POLYNOMIALS
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• Re: Maximum of a sum(sin(2^n*x) / 2^n , n=0..inf)
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• Oh! The people of all over the world!
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• Re: Fractal in 3 dimensions by dynamic automaton?
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• Re: A QUESTION ABOUT IRREDUCIBLE POLYNOMIALS
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• Re: More tetration
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• Re: Maximum of a sum(sin(2^n*x) / 2^n , n=0..inf)
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• Re: logic question
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• Re: logic question
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• Re: logic question
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• Re: logic question
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• Re: logic question
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• Re: logic question
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• Re: More tetration
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• logic question
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• Re: Maximum of a sum(sin(2^n*x) / 2^n , n=0..inf)
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• Fractal in 3 dimensions by dynamic automaton?
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• Re: Improving math skills
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• Re: A QUESTION ABOUT IRREDUCIBLE POLYNOMIALS
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• Re: Integral equation help ?
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• Re: Three consecutive primes conjecture
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• Re: Wilxocon tests?
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• Re: Doubt about Numbers ?
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• Re: Maximum of a sum(sin(2^n*x) / 2^n , n=0..inf)
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• Re: Improving math skills
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• Re: Integral equation help ?
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• Re: Calculating the powers of a matrix.
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• Re: Improving math skills
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• Re: Consisity of non-homogeneous systems of linear equations..
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• Re: Well ordering of reals
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• Re: Product of pairwise differences between n different numbers (Pigeonhole Principle?)
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• Re: Maximum of a sum(sin(2^n*x) / 2^n , n=0..inf)
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• Announcing Version 10.5.4 of the Mathematical Visualization Program, 3D-Xpl
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• Re: meijer G function algorithm
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• Re: Well ordering of reals
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• Re: Integral equation help ?
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• Re: Calculating the powers of a matrix.
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: A MOD B NO MATH HAHAHAHA !!
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• Re: Diagonalizable Matrices!
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• What we can say about constraints of the x^20+y^20+z^20=t^4?
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• Re: Calculating the powers of a matrix.
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• Re: Diagonalizable Matrices!
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• Re: Diagonalizable Matrices!
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• Re: Diagonalizable Matrices!
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• Re: Diagonalizable Matrices!
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• Re: Diagonalizable Matrices!
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• Re: Calculating the powers of a matrix.
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• Re: Diagonalizable Matrices!
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• Re: Diagonalizable Matrices!
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• I forgot to say
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• Re: Diagonalizable Matrices!
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• Re: Diagonalizable Matrices!
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• Re: Calculating the powers of a matrix.
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• Ill posed problem
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• Re: Diagonalizable Matrices!
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• Re: Diagonalizable Matrices!
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• Re: Calculating the powers of a matrix.
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• Re: Calculating the powers of a matrix.
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• Re: algebra: beginners question
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• Calculating the powers of a matrix.
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• Re: Diagonalizable Matrices!
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• Re: algebra: beginners question
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• Re: algebra: beginners question
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• Re: algebra: beginners question
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• Re: algebra: beginners question
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• Re: Diagonalizable Matrices!
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• Re: Diagonalizable Matrices!
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• algebra: beginners question
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• Re: A QUESTION ABOUT IRREDUCIBLE POLYNOMIALS
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• Re: Diagonalizable Matrices!
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• Re: Diagonalizable Matrices!
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• Re: Consisity of non-homogeneous systems of linear equations..
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• Re: Diagonalizable Matrices!
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• Re: Diagonalizable Matrices!
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• Re: A connectedness question
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• Re: Diagonalizable Matrices!
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• Re: Z-transform on sequences f(n)
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• Re: rational to real number
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• Re: A QUESTION ABOUT IRREDUCIBLE POLYNOMIALS
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• Re: analyzing the path of a projectile
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• Re: A QUESTION ABOUT IRREDUCIBLE POLYNOMIALS
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• Re: A QUESTION ABOUT IRREDUCIBLE POLYNOMIALS
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• Re: A QUESTION ABOUT IRREDUCIBLE POLYNOMIALS
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• Re: A QUESTION ABOUT IRREDUCIBLE POLYNOMIALS
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• solutions manual (To search click in keyboard Ctrl+F)
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• Re: Most radical and stupid thing I ever said. Also the most correct.
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• Re: rational to real number
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• Re: Most radical and stupid thing I ever said. Also the most correct.
  • From: Mistress Helios
• According to "the Hebrew Bible" , my date of birth can be calculated. I will appear in Jerusalem. I am a hero. If you want to know what is "Armageddon" , it is necessary to look at the following. I am Isaac Newton.
  • From: yxmrrpy09p
• Re: Custom Sphere
  • From: Matt
• Re: Most radical and stupid thing I ever said. Also the most correct.
  • From: Mistress Helios
• Re: Formula for arc length on a unit sphere?
  • From: [Mr.] Lynn Kurtz
• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
  • From: Mensanator
• Re: using primes to create an ordering of multisets
  • From: MoeBlee
• Formula for arc length on a unit sphere?
  • From: shoosh
• Re: using primes to create an ordering of multisets
  • From: Bill Taylor
• Re: Consisity of non-homogeneous systems of linear equations..
  • From: Arturo Magidin
• Re: Diagonalizable Matrices!
  • From: Arturo Magidin
• Re: A QUESTION ABOUT IRREDUCIBLE POLYNOMIALS
  • From: wheierman@xxxxxxxxxxxxxxxxx
• Re: meijer G function algorithm
  • From: bubu
• Re: A QUESTION ABOUT IRREDUCIBLE POLYNOMIALS
  • From: wheierman@xxxxxxxxxxxxxxxxx
• Re: the moon is orbiting around earth but in which coordinate system?
  • From: Dave Seaman
• Re: MPFR web site problems
  • From: user923005
• Consisity of non-homogeneous systems of linear equations..
  • From: Zack
• Diagonalizable Matrices!
  • From: Zack
• Re: Most radical and stupid thing I ever said. Also the most correct.
  • From: amy666
• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
  • From: riderofgiraffes
• Re: the moon is orbiting around earth but in which coordinate system?
  • From: Marco
• Re: Custom Sphere
  • From: KBH
• Re: A QUESTION ABOUT IRREDUCIBLE POLYNOMIALS
  • From: Achava Nakhash, the Loving Snake
• Re: Custom Sphere
  • From: Matt
• Re: Custom Sphere
  • From: KBH
• Re: Differences and minimum products???
  • From: quasi
• Re: the moon is orbiting around earth but in which coordinate system?
  • From: spudnik
• Re: the moon is orbiting around earth but in which coordinate system?
  • From: spudnik
• Re: MPFR web site problems
  • From: Axel Vogt
• Re: the moon is orbiting around earth but in which coordinate system?
  • From: NECAT TASDELEN
• Re: Differences and minimum products???
  • From: Albert
• Custom Sphere
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• Derivatives of a functional
  • From: André Ventura Henriques
• MPFR web site problems
  • From: user923005
• Re: CPLEX randomness
  • From: Mariano Suárez-Alvarez
• using primes to create an ordering of multisets
  • From: thomasharrisonnelson
• CPLEX randomness
  • From: Tim Frink
• Re: how to integrate 1/x correctly
  • From: nukeymusic
• Re: Doubt about Numbers ?
  • From: [Mr.] Lynn Kurtz
• Interactive Online Statistics Courses start 9 January
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• Re: how to integrate 1/x correctly
  • From: wheierman@xxxxxxxxxxxxxxxxx
• TMFCS-09 call for papers
  • From: john
• A QUESTION ABOUT IRREDUCIBLE POLYNOMIALS
  • From: wheierman@xxxxxxxxxxxxxxxxx
• Re: more on RAND's million random digits
  • From: David Bernier
• Re: Linear operator question.
  • From: lafonque
• Re: how to integrate 1/x correctly
  • From: David W . Cantrell
• Re: Oliver Atkin
  • From: Ioannis
• Re: Exactness and adjointness
  • From: Mariano Suárez-Alvarez
• Product of pairwise differences between n different numbers (Pigeonhole Principle?)
  • From: lafonque
• Re: Exactness and adjointness
  • From: tonymeman1
• Re: how to integrate 1/x correctly
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• Re: Exactness and adjointness
  • From: tonymeman1
• Re: Exactness and adjointness
  • From: Mariano Suárez-Alvarez
• Re: how to integrate 1/x correctly
  • From: nukeymusic
• Re: a silly idea .... or not ?
  • From: David R Tribble
• Exactness and adjointness
  • From: tonymeman1
• Re: Most radical and stupid thing I ever said. Also the most correct.
  • From: David R Tribble
• Re: more on RAND's million random digits
  • From: amzoti
• Re: Doubt about Numbers ?
  • From: David R Tribble
• Re: Doubt about Numbers ?
  • From: Frederick Williams
• Re: Doubt about Numbers ?
  • From: Nimo
• Re: Doubt about Numbers ?
  • From: Matt
• Linear operator question.
  • From: Leonid Lenov
• Re: Vector_Polygon_Doubt
  • From: Matt
• Re: rational to real number
  • From: Dave Seaman
• rational to real number
  • From: oercim
• Oliver Atkin
  • From: Pubkeybreaker
• Re: Continuous derivative of given operator
  • From: David C . Ullrich
• Re: Complex Analysis ("Inner functions" in annulus).
  • From: David C . Ullrich
• Re: Excel is faulty
  • From: Phil Carmody
• Re: Excel is faulty
  • From: David C . Ullrich
• Doubt about Numbers ?
  • From: Nimo
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  • From: PhDs . org
• Vector_Polygon_Doubt
  • From: Nimo
• more on RAND's million random digits
  • From: David Bernier
• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
  • From: Phuong Tri Nguyen
• Tetration proof?
  • From: mike3
• Re: Solving cubic equations
  • From: Albert
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  • From: quasi
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  • From: quasi
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  • From: Albert
• Re: Find the value
  • From: [Mr.] Lynn Kurtz
• Re: Excel is faulty
  • From: Phil Carmody
• area and volume (Synergetics)
  • From: Clifford Nelson
• Re: Most radical and stupid thing I ever said. Also the most correct.
  • From: Mistress Helios
• Re: Excel is faulty
  • From: Mensanator
• Re: Integer Factorization
  • From: Pubkeybreaker
• Re: Continuous derivative of given operator
  • From: Christopher Kolago
• Re: Continuous derivative of given operator
  • From: Christopher Kolago
• Re: Finding foot of the perpendicular
  • From: newbarker
• Re: Complex Analysis ("Inner functions" in annulus).
  • From: amy666
• a silly idea .... or not ?
  • From: amy666
• Re: Continuous derivative of given operator
  • From: W^3
• Re: Find the value
  • From: Ray Vickson
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• Re: Complex Analysis ("Inner functions" in annulus).
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• Re: Complex Analysis ("Inner functions" in annulus).
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• Re: Complex Analysis ("Inner functions" in annulus).
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• Re: Complex Analysis ("Inner functions" in annulus).
  • From: amy666
• Re: Improving math skills
  • From: Ken Pledger
• Re: Improving math skills
  • From: quasi
• Re: Integer Factorization
  • From: Tim Smith
• Welcome to <sci.math>. These suggestions may help you. [28]
  • From: Ken Pledger
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  • From: quwieu
• Re: Excel is faulty
  • From: Ronald Bruck
• Re: Integer Factorization
  • From: Robert Israel
• Re: Integer Factorization
  • From: amzoti
• Re: matrices of infinite order n GL_n(C)
  • From: quasi
• Re: matrices of infinite order n GL_n(C)
  • From: quasi
• Re: [ OT ] history of science: cases of mainstream in error
  • From: Ken Pledger
• Re: quotient map
  • From: Ken Pledger
• Re: Excel is faulty
  • From: NECAT TASDELEN
• Re: Excel is faulty
  • From: David C . Ullrich
• Re: Excel is faulty
  • From: David C . Ullrich
• Re: matrices of infinite order n GL_n(C)
  • From: quasi
• Re: Complex Analysis ("Inner functions" in annulus).
  • From: James Dolan
• Re: matrices of infinite order n GL_n(C)
  • From: Robert Israel
• Re: Finding foot of the perpendicular
  • From: quasi
• Re: Excel is faulty
  • From: Dave Seaman
• Re: Excel is faulty
  • From: Mensanator
• Re: Finding foot of the perpendicular
  • From: newbarker
• Re: Continuous derivative of given operator
  • From: David C . Ullrich
• Re: Complex Analysis ("Inner functions" in annulus).
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• Re: Complex Analysis ("Inner functions" in annulus).
  • From: David C . Ullrich
• Re: matrices of infinite order n GL_n(C)
  • From: quasi
• Re: Excel is faulty
  • From: David C . Ullrich
• Re: Excel is faulty
  • From: David C . Ullrich
• Re: Excel is faulty
  • From: Mensanator
• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
  • From: Achava Nakhash, the Loving Snake
• Re: z = f(x,y) = sin(x) + sin(y), Fourier expansion doubt ?
  • From: [Mr.] Lynn Kurtz
• Integer Factorization
  • From: Phil Bewig
• Re: how to integrate 1/x correctly
  • From: quasi
• Re: Complex Analysis ("Inner functions" in annulus).
  • From: Denis Feldmann
• Request For Business Statistics A Decision-Making Approach 6th Ed. by Groebner
  • From: Waqas Khuram
• Re: what do you know about inverse gamma ??
  • From: amy666
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• meijer G function algorithm
  • From: bubu
• Re: Complex Analysis ("Inner functions" in annulus).
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• Re: z = f(x,y) = sin(x) + sin(y), Fourier expansion doubt ?
  • From: Anton Deitmar
• Re: Complex Analysis ("Inner functions" in annulus).
  • From: amy666
• Re: z = f(x,y) = sin(x) + sin(y), Fourier expansion doubt ?
  • From: David L. Wilson
• Re: Excel is faulty
  • From: Frederick Williams
• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
  • From: amy666
• Re: how to integrate 1/x correctly
  • From: amy666
• Re: z = f(x,y) = sin(x) + sin(y), Fourier expansion doubt ?
  • From: Nimo
• Re: z = f(x,y) = sin(x) + sin(y), Fourier expansion doubt ?
  • From: Nimo
• Re: Excel is faulty
  • From: David C . Ullrich
• Re: Excel is faulty
  • From: David C . Ullrich
• Continuous derivative of given operator
  • From: Christopher Kolago
• Re: Excel is faulty
  • From: Dirk Van de moortel
• Re: counting ...
  • From: lbrtchx
• Re: z = f(x,y) = sin(x) + sin(y), Fourier expansion doubt ?
  • From: Anton Deitmar
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  • From: in_china_2008
• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
  • From: Aatu Koskensilta
• Re: matrices of infinite order n GL_n(C)
  • From: galathaea
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• z = f(x,y) = sin(x) + sin(y), Fourier expansion doubt ?
  • From: Nimo
• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
  • From: Angus Rodgers
• Re: Most radical and stupid thing I ever said. Also the most correct.
  • From: Mistress Helios
• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
  • From: David Fabian
• Re: counting ...
  • From: cbrown
• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
  • From: David Fabian
• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
  • From: Mark Galeck
• Re: Elegant 17th-Century Proof of Fermat's Last Theorem
  • From: Mark Galeck
• Re: Calculus area problem ?
  • From: [Mr.] Lynn Kurtz
• Re: what do you know about inverse gamma ??
  • From: galathaea
• Re: what is it called ?
  • From: David Bernier
• Re: Excel is faulty
  • From: Mensanator
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  • From: cheapbooks36
• Re: counting ...
  • From: galathaea
• Re: how to integrate 1/x correctly
  • From: quasi
• Re: Excel is faulty
  • From: Ronald Bruck
• Re: how to integrate 1/x correctly
  • From: quasi
• Re: kung fu mereotopology
  • From: cbrown
• Re: what is it called ?
  • From: amy666
• Re: kung fu mereotopology
  • From: David R Tribble
• Re: POLL : e4 or d4
  • From: amy666
• Re: Nice little symmetric equation involving 2009
  • From: Michael Press
• Re: what is it called ?
  • From: spudnik
• Re: Excel is faulty
  • From: David C . Ullrich
• Re: what is it called ?
  • From: David C . Ullrich
• Re: how to integrate 1/x correctly
  • From: David W . Cantrell
• Re: A MOD B NO MATH HAHAHAHA !!
  • From: David C . Ullrich
• Re: POLL : e4 or d4
  • From: anonymous . rubbertube
• what do you know about inverse gamma ??
  • From: amy666
• Re: Excel is faulty
  • From: Axel Vogt
• Re: POLL : e4 or d4
  • From: anonymous . rubbertube
• Re: how to integrate 1/x correctly
  • From: amy666
• Re: A MOD B NO MATH HAHAHAHA !!
  • From: amy666
• Re: Excel is faulty
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• Re: Most radical and stupid thing I ever said. Also the most correct.
  • From: amy666
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• Re: nothing anyone would want to read (or: crank boxing (or: the death of the dance))
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• Re: how to integrate 1/x correctly
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• Re: nothing anyone would want to read (or: crank boxing (or: the death of the dance))
  • From: amy666
• Re: Calculus area problem ?
  • From: Matt
• Re: Calculus area problem ?
  • From: W^3
• Re: The Monty Hall Problem -- again
  • From: Tim Smith
• Re: Epistemology: debunking v. open-mindedness
  • From: amy666
• Re: counting ...
  • From: David R Tribble
• Re: Excel is faulty
  • From: Ronald Bruck
• Re: what is it called ?
  • From: amy666
• Re: More tetration
  • From: Matt
• Re: Most radical and stupid thing I ever said. Also the most correct.
  • From: amy666
• Re: POLL : e4 or d4
  • From: Angus Rodgers
• Re: L_3/2
  • From: amy666
• Re: POLL : e4 or d4
  • From: amy666
• Re: POLL : e4 or d4
  • From: Tim Smith
• Re: POLL : e4 or d4
  • From: amy666
• Re: More tetration
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• Re: More tetration
  • From: Matt
• Re: Excel is faulty
  • From: Dirk Van de moortel
• Re: Singular complex/singular cocomplex
  • From: Mariano Suárez-Alvarez
• Re: Singular complex/singular cocomplex
  • From: sanchopancho80
• Re: how to integrate 1/x correctly
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• Re: Singular complex/singular cocomplex
  • From: sanchopancho80
• Re: how to integrate 1/x correctly
  • From: Denis Feldmann
• Re: how to integrate 1/x correctly
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• Re: Singular complex/singular cocomplex
  • From: Mariano Suárez-Alvarez
• Re: how to integrate 1/x correctly
  • From: David W . Cantrell
• Re: how to integrate 1/x correctly
  • From: José Carlos Santos
• how to integrate 1/x correctly
  • From: nukeymusic
• Re: The Monty Hall Problem -- again
  • From: riderofgiraffes
• Re: Excel is faulty
  • From: David C . Ullrich
• Re: necessary or sufficient properties for 'greater than' ( >)
  • From: David C . Ullrich
• Re: L_3/2
  • From: David C . Ullrich
• Re: What IS a differential equation?
  • From: Frederick Williams
• Singular complex/singular cocomplex
  • From: sanchopancho80
• Re: necessary or sufficient properties for 'greater than' ( >)
  • From: candideguevara
• Re: matrices of infinite order n GL_n(C)
  • From: Grothendieck-Hirzebruch
• Re: Matrix Problem!
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• Re: Incomplete homogeneous symmetric functions
  • From: buyoninternt
• Re: Incomplete homogeneous symmetric functions
  • From: Mariano Suárez-Alvarez
• Re: Incomplete homogeneous symmetric functions
  • From: buyoninternt
• Calculus area problem ?
  • From: Nimo
• Re: Incomplete homogeneous symmetric functions
  • From: Mariano Suárez-Alvarez
• Incomplete homogeneous symmetric functions
  • From: buyoninternt
• Re: Matrix Problem!
  • From: ani_123
• Re: POLL : e4 or d4
  • From: anonymous . rubbertube
• Re: Matrix Problem!
  • From: jyb061
• Re: POLL : e4 or d4
  • From: Tim Smith
• Re: counting ...
  • From: cbrown
• Matrix Problem!
  • From: Zack
• Re: 100,000 to take part in protest against the use of English in the teaching of Science and Mathematics (The New Straits Times)
  • From: Angus Rodgers
• Re: Excel is faulty
  • From: Mensanator
• Re: Algorithms course
  • From: steve . cpp
• the best for download the ebook it's free
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• Re: What IS a differential equation?
  • From: Herman Rubin
• Re: Rotation between two coordinate systems
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  • From: dave . rudolf
• Re: Excel is faulty
  • From: user923005
• Re: Excel is faulty
  • From: Mapsread
• Re: Laurent polynomials
  • From: Mariano Suárez-Alvarez
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  • From: Mariano Suárez-Alvarez
• Re: More tetration
  • From: amy666
• Re: What IS a differential equation?
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• What IS a differential equation?
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• Re: L_3/2
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• Re: Laurent polynomials
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• Re: L-3 space anyone
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  • From: Mariano Suárez-Alvarez
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• Re: POLL : e4 or d4
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• Re: Approximation of integral
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• Re: POLL : e4 or d4
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• Re: JSH: Mathematicians cheating is kind of weird
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• Excel is faulty
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• Re: Laurent polynomials
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• Re: Is the sky still falling?
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• Re: Laurent polynomials
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  • From: Herman Rubin
• Re: question about Gaussian random variables
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• Re: necessary or sufficient properties for 'greater than' ( >)
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• Re: necessary or sufficient properties for 'greater than' ( >)
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• Re: separable system of differential equations
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• Re: counting ...
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• Re: necessary or sufficient properties for 'greater than' ( >)
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• Re: POLL : e4 or d4
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• Re: matrices of infinite order n GL_n(C)
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  • From: Nimo
• Re: POLL : e4 or d4
  • From: Dave Parker
• Re: Nice little symmetric equation involving 2009
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• Re: necessary or sufficient properties for 'greater than' ( >)
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• Re: necessary or sufficient properties for 'greater than' ( >)
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• Re: matrices of infinite order n GL_n(C)
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• Re: Nice little symmetric equation involving 2009
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• Re: matrices of infinite order n GL_n(C)
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• Re: necessary or sufficient properties for 'greater than' ( >)
  • From: David C . Ullrich
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• Re: Nice little symmetric equation involving 2009
  • From: Angus Rodgers
• Re: Counterexample diagonalization problem help
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• Re: z = f(x,y) = x^2 + y^2 doubt ? ( give me a hint about z)
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• Re: necessary or sufficient properties for 'greater than' ( >)
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• Re: More tetration
  • From: mike3
• Re: counting ...
  • From: cbrown
• Re: Linear Algebra Done Right
  • From: pwolynes
• Re: Differences and minimum products???
  • From: Ray Vickson
• Re: question about Gaussian random variables
  • From: Ray Vickson
• Solutions Manuals
  • From: All Solutoin
• question about Gaussian random variables
  • From: Yihong
• Cylinder to plane bending explicit formula
  • From: humberto.bortolossi@xxxxxxxxx
• rational transformations of linear functionals
  • From: dahuge
• Re: Understanding P and NP
  • From: Robert Israel
• Re: z = f(x,y) = x^2 + y^2 doubt ? ( give me a hint about z)
  • From: Robert Israel
• Re: Differences and minimum products???
  • From: Albert
• Re: matrices of infinite order n GL_n(C)
  • From: Robert Israel
• Re: L-3 space anyone
  • From: Gc
• Re: many worlds, so many worlds, not enough worlds (of eels and serpentine designs)
  • From: spudnik
• Re: How to find the foci of an ellipse
  • From: José Carlos Santos
• Re: Euclidean Proof of Fermat's Last Theorem
  • From: spudnik
• Re: Differences and minimum products???
  • From: Ray Vickson
• Re: counting ...
  • From: galathaea
• Re: Differences and minimum products???
  • From: Albert
• Re: matrices of infinite order n GL_n(C)
  • From: Mariano Suárez-Alvarez
• Re: How to find the foci of an ellipse
  • From: Anon
• Re: Help needed in understanding a definition of vector space
  • From: W^3
• Re: Reading this newsgroup with Vista's "Windows Mail" client
  • From: Alberto Bencivenni
• Re: Euclidean Proof of Fermat's Last Theorem
  • From: galathaea
• Re: Understanding P and NP
  • From: T.H. Ray
• Re: Help needed in understanding a definition of vector space
  • From: Frederick Williams
• Re: Counterexample diagonalization problem help
  • From: Tonicopm
• Counterexample diagonalization problem help
  • From: Carl R.
• Re: counting ...
  • From: fishfry
• Re: Help projection operator problem
  • From: Carl R.
• Understanding P and NP
  • From: countableinfinity
• Re: Euclidean Proof of Fermat's Last Theorem
  • From: David Fabian
• Help needed in understanding a definition of vector space
  • From: countableinfinity
• Re: How to find the foci of an ellipse
  • From: Ignacio Larrosa Caņestro
• Re: Help projection operator problem
  • From: José Carlos Santos
• Re: Looking for technical term in graph theory
  • From: Butch Malahide
• Help projection operator problem
  • From: Carl R.
• How to find the foci of an ellipse
  • From: José Carlos Santos
• Re: Vectors Doubt, total 4 questions on the movement of an Ant.
  • From: riderofgiraffes
• Re: Differences and minimum products???
  • From: [Mr.] Lynn Kurtz
• Re: z = f(x,y) = x^2 + y^2 doubt ? ( give me a hint about z)
  • From: Nimo
• Re: Vectors Doubt, total 4 questions on the movement of an Ant.
  • From: [Mr.] Lynn Kurtz
• Re: Three consecutive primes conjecture
  • From: rich burge
• Re: z = f(x,y) = x^2 + y^2 doubt ? ( give me a hint about z)
  • From: Ray Vickson
• Re: matrices of infinite order n GL_n(C)
  • From: Timothy Murphy
• Re: =Z(G) in G with order p^3?
  • From: Tonicopm
• Re: z = f(x,y) = x^2 + y^2 doubt ? ( give me a hint about z)
  • From: Nimo
• Re: Looking for technical term in graph theory
  • From: riderofgiraffes
• [order theory] maximized sets
  • From: William Elliot
• Looking for technical term in graph theory
  • From: William Elliot
• Re: z = f(x,y) = x^2 + y^2 doubt ? ( give me a hint about z)
  • From: David C . Ullrich
• Re: Looking for technical term in graph theory
  • From: David C . Ullrich
• Re: =Z(G) in G with order p^3?
  • From: Arturo Magidin
• Re: L-3 space anyone
  • From: David C . Ullrich
• Re: =Z(G) in G with order p^3?
  • From: Arturo Magidin
• Re: z = f(x,y) = x^2 + y^2 doubt ? ( give me a hint about z)
  • From: HallsofIvy
• z = f(x,y) = x^2 + y^2 doubt ? ( give me a hint about z)
  • From: Nimo
• Looking for technical term in graph theory
  • From: pauldepstein
• Re: Differences and minimum products???
  • From: William Elliot
• Re: Linear Algebra Done Right
  • From: hagman
• Re: Example of this (direct sum)
  • From: hagman
• Re: =Z(G) in G with order p^3?
  • From: Tonicopm
• Re: =Z(G) in G with order p^3?
  • From: drhab
• Another year ...
  • From: Gib Bogle
• Re: matrices of infinite order n GL_n(C)
  • From: tomtim20
• Differences and minimum products???
  • From: Albert
• [order theory] maximized sets
  • From: William Elliot
• Re: "Compact" function?
  • From: mike3
• Re: Vectors Doubt, total 4 questions on the movement of an Ant.
  • From: Nimo
• Re: Example of this (direct sum)
  • From: Ray Vickson
• Example of this (direct sum)
  • From: Carl R.
• Re: POLL : e4 or d4
  • From: eBayer
• Re: Well ordering of reals
  • From: cbrown
• Re: nothing anyone would want to read (or: crank boxing (or: the death of the dance))
  • From: lwalke3
• Re: nothing anyone would want to read (or: crank boxing (or: the death of the dance))
  • From: MoeBlee
• Re: nothing anyone would want to read (or: crank boxing (or: the death of the dance))
  • From: MoeBlee
• Re: nothing anyone would want to read (or: crank boxing (or: the death of the dance))
  • From: lwalke3
• Re: Proof that a Number is a Multiple of 3 If the Sum Of Its Digits in Decimal Notation Is a Multiple Of 3
  • From: Bill Dubuque
• Re: nothing anyone would want to read (or: crank boxing (or: the death of the dance))
  • From: lwalke3
• Re: matrices of infinite order n GL_n(C)
  • From: Robert Israel
• Re: JSH: Mathematicians cheating is kind of weird
  • From: Mensanator
• Re: Algorithms course
  • From: MikeP