sci.math
- Re: defining log(A) for matrix A. with det =/= 0
- From: Mariano Suárez-Alvarez
- Re: Algebraic Topology
- From: Mariano Suárez-Alvarez
- Algebraic Topology
- Re: lets turn the tables
- Re: A^C, log(A), and projection onto others
- Re: defining log(A) for matrix A. with det =/= 0
- Re: Det Optimization problem
- Re: lets turn the tables
- Re: professor david c ullrich fails as a human being - IF THIS ISN'T FUCKING WORSE THAN TOMMY BEHAVIOR THAN YOU FUCKERS ARE BLIND!!
- Re: Analysis with convergence, sequence.
- Re: professor david c ullrich fails as a human being - IF THIS ISN'T FUCKING WORSE THAN TOMMY BEHAVIOR THAN YOU FUCKERS ARE BLIND!!
- Re: professor david c ullrich fails as a human being - IF THIS ISN'T FUCKING WORSE THAN TOMMY BEHAVIOR THAN YOU FUCKERS ARE BLIND!!
- Re: A^C, log(A), and projection onto others
- Re: tetration : zero of semi-exp ?
- professor david c ullrich fails as a human being - IF THIS ISN'T FUCKING WORSE THAN TOMMY BEHAVIOR THAN YOU FUCKERS ARE BLIND!!
- Polygon finding Y co-ordinate problem ?
- Re: For TdL and 2k+3=p (prime number)
- manifold
- Re: can anyone show this by induction?
- Re: fixed points with ordinal maps
- Re: defining log(A) for matrix A. with det =/= 0
- Re: can anyone show this by induction?
- Polygon help.......this is not home work problem
- Re: can anyone show this by induction?
- Re: body of trig funcs - haversine
- Re: Rejected by the Unabomber. Oh, Woe is Me
- Re: Analysis with convergence, sequence.
- Re: Rejected by the Unabomber. Oh, Woe is Me
- Re: defining log(A) for matrix A. with det =/= 0
- Re: When do matrices B and C commute?
- Re: NEW METHOD!!! for the derivation of the volume of a cone - without calculus
- From: Kyrell Vann B. Verano
- Analysis with convergence, sequence.
- A Brain Refreshing Game for all puzzle lovers
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: When do matrices B and C commute?
- Re: tetration : zero of semi-exp ?
- Re: defining log(A) for matrix A. with det =/= 0
- Re: defining log(A) for matrix A. with det =/= 0
- Re: body of trig funcs
- Re: defining log(A) for matrix A. with det =/= 0
- Re: Problems with normality
- Re: fixed points with ordinal maps
- Re: Book on complex analysis for a beginner
- Re: Book on complex analysis for a beginner
- Re: Map Problem
- Re: A third matrix C ...
- Re: defining log(A) for matrix A. with det =/= 0
- Re: Definition of Subbasis of a topology
- Re: A third matrix C ...
- Re: defining log(A) for matrix A. with det =/= 0
- Conjecture:2^p-1 isn't prime
- Re: connected
- Re: For TdL and 2k+3=p (prime number)
- Re: Det Optimization problem
- Re: defining log(A) for matrix A. with det =/= 0
- A third matrix C ...
- From: alainverghote@xxxxxxxxx
- Re: defining log(A) for matrix A. with det =/= 0
- Re: Algebra with GLn(F), SLn(F).
- Re: A^C, log(A), and projection onto others
- Re: When do matrices B and C commute?
- Re: Algebra with GLn(F), SLn(F).
- Re: Algebra with GLn(F), SLn(F).
- Re: Algebra with GLn(F), SLn(F).
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Det Optimization problem
- From: euler.shannon@xxxxxxxxx
- Re: Third Draft, Possible Closed Form Solution to Gaussian-Based Integrals with High-Order Field Interactions
- Re: defining log(A) for matrix A. with det =/= 0
- Re: defining log(A) for matrix A. with det =/= 0
- Re: body of trig funcs
- Re: lets turn the tables
- Third Draft, Possible Closed Form Solution to Gaussian-Based Integrals with High-Order Field Interactions
- Re: body of trig funcs
- Re: defining log(A) for matrix A. with det =/= 0
- Algebra with GLn(F), SLn(F).
- Re: A probably really silly and kooky idea about set theory.
- Re: defining log(A) for matrix A. with det =/= 0
- Re: A probably really silly and kooky idea about set theory.
- Re: can anyone show this by induction?
- Re: Finding the Formula...
- Re: Trying to measure abstraction - please help!!!
- Re: Researching Joseph Wronski
- Re: Determine an entire class of groups with the same D
- Problems with normality
- Re: Definition of Subbasis of a topology
- Re: Motivation for solving polynomials
- Re: Book on complex analysis for a beginner
- Re: Definition of Subbasis of a topology
- From: Mariano Suárez-Alvarez
- Re: Definition of Subbasis of a topology
- Re: Why "meta diagonals" are irrelevant
- Re: Definition of Subbasis of a topology
- From: persres@xxxxxxxxxxxxxx
- Re: Definition of Subbasis of a topology
- Re: binary expansion
- Re: Definition of Subbasis of a topology
- Re: Map Problem
- Re: fixed points with ordinal maps
- Re: Commuting mirror images (was: David C Ullrich -> 1 = 4 AND SUDDENLY SILENT !)
- Re: Commuting mirror images (was: David C Ullrich -> 1 = 4 AND SUDDENLY SILENT !)
- Re: A^C, log(A), and projection onto others
- Re: fixed points with ordinal maps
- Re: fixed points with ordinal maps
- Re: Abstract Algebra Polynomial Rings
- posted new thread
- Re: Commuting mirror images (was: David C Ullrich -> 1 = 4 AND SUDDENLY SILENT !)
- Re: Motivation for solving polynomials
- Re: Book on complex analysis for a beginner
- Re: fixed points with ordinal maps
- Re: Book on complex analysis for a beginner
- Re: E=mc(squared) = E=mc(circled), and celestial orbits, may indeed be, “Natures Squaring of the Circle”.
- Re: Definition of Subbasis of a topology
- From: persres@xxxxxxxxxxxxxx
- Re: Abstract Algebra Polynomial Rings
- Re: Definition of Subbasis of a topology
- From: persres@xxxxxxxxxxxxxx
- defining log(A) for matrix A. with det =/= 0
- Re: fixed points with ordinal maps
- Re: Associate cycles of roots and irreducible factors of a cyclotomic polynomialmath.
- Re: Motivation for solving polynomials
- From: Mariano Suárez-Alvarez
- Re: Definition of Subbasis of a topology
- From: Mariano Suárez-Alvarez
- Re: connected and discerte
- From: Mariano Suárez-Alvarez
- Re: Associate cycles of roots and irreducible factors of a cyclotomic polynomialmath.
- Re: Definition of Subbasis of a topology
- From: persres@xxxxxxxxxxxxxx
- Re: fixed points with ordinal maps
- Re: Show 1/x^2 is uniformly continuous on [1,oo).
- Re: Definition of Subbasis of a topology
- Re: next-to-Fermat primes.
- Abstract Algebra Polynomial Rings
- Re: Motivation for solving polynomials
- Definition of Subbasis of a topology
- From: persres@xxxxxxxxxxxxxx
- Associate cycles of roots and irreducible factors of a cyclotomic polynomialmath.
- Test, please ignore
- connected and discerte
- Motivation for solving polynomials
- Re: Easier trig/algebraic method for finding sin 36 (sin PI/5)?
- Re: Rejected by the Unabomber. Oh, Woe is Me
- Re: connected
- Map Problem
- Re: A triangle center pair
- Re: Book on complex analysis for a beginner
- Re: lets turn the tables
- Re: Rejected by the Unabomber. Oh, Woe is Me
- Re: Rejected by the Unabomber. Oh, Woe is Me
- Re: Rejected by the Unabomber. Oh, Woe is Me
- Re: Why "meta diagonals" are irrelevant
- Re: fixed points with ordinal maps
- Re: Book on complex analysis for a beginner
- Re: Book on complex analysis for a beginner
- Re: Book on complex analysis for a beginner
- Re: connected
- Re: connected
- Re: Book on complex analysis for a beginner
- Re: Book on complex analysis for a beginner
- Re: David C Ullrich -> 1 = 4 AND SUDDENLY SILENT !
- Re: lets turn the tables
- Re: When do matrices B and C commute?
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: fqxi, please help
- From: 'foolsrushin.'
- Re: A probably really silly and kooky idea about set theory.
- Re: Book on complex analysis for a beginner
- Re: can anyone show this by induction?
- Re: Comprehensive Solution Manual for Textbooks
- Re: connected
- Re: parametrization of a^2+b^2+c^2+d^2=e^2
- Algebra with Euler's theorem.
- Re: lets turn the tables
- Re: For TdL and 2k+3=p (prime number)
- connected
- Re: For TdL and 2k+3=p (prime number)
- Re: Here Is What I Believe is the Closed Form Solution
- [] Re: ANCOVA Regression Analysis
- Re: Determine an entire class of groups with the same D
- Re: Here Is What I Believe is the Closed Form Solution
- Updated Calculation, Please Review and Comment
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Lisa Randall Has The Branes To Handle
- Re: When do matrices B and C commute?
- Re: When do matrices B and C commute?
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- From: Mariano Suárez-Alvarez
- Re: Why "meta diagonals" are irrelevant
- fqxi, please help
- Re: Determine an entire class of groups with the same D
- Re: Determine an entire class of groups with the same D
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: can anyone show this by induction?
- Re: local homeomorphism proof
- Determine an entire class of groups with the same D
- Re: Rejected by the Unabomber. Oh, Woe is Me
- Re: A probably really silly and kooky idea about set theory.
- Re: When do matrices B and C commute?
- Re: A probably really silly and kooky idea about set theory.
- Re: Book on complex analysis for a beginner
- Re: lets turn the tables
- From: Mariano Suárez-Alvarez
- Re: differential equation question
- Re: Comparing the Fermat factoring method with triangle # factoring.
- Re: Commuting mirror images (was: David C Ullrich -> 1 = 4 AND SUDDENLY SILENT !)
- Re: local homeomorphism proof
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: Comparing the Fermat factoring method with triangle # factoring.
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: David C Ullrich -> 1 = 4 AND SUDDENLY SILENT !
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: David C Ullrich -> 1 = 4 AND SUDDENLY SILENT !
- Re: Book on complex analysis for a beginner
- patterns and cellular automaton
- binary expansion
- Re: Patterns in Shuffling Poker Chips
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- tetration : zero of semi-exp ?
- Re: lets turn the tables
- Re: A probably really silly and kooky idea about set theory.
- Re: Book on complex analysis for a beginner
- Re: Book on complex analysis for a beginner
- Re: A probably really silly and kooky idea about set theory.
- Re: David C Ullrich -> 1 = 4 AND SUDDENLY SILENT !
- Re: why does professor david c ullrich have to put people down to
- Re: local homeomorphism proof
- Re: Comparing the Fermat factoring method with triangle # factoring.
- Re: lets turn the tables
- Re: Question about Laplace Transform of General Binomial Coefficient
- Re: Researching Joseph Wronski
- Re: Book on complex analysis for a beginner
- Re: Book on complex analysis for a beginner
- Researching Joseph Wronski
- Re: differential equation question
- Re: Book on complex analysis for a beginner
- ANCOVA Regression Analysis
- Re: Book on complex analysis for a beginner
- Re: Book on complex analysis for a beginner
- Re: Possible Closed Form Solution to Gaussian-Based Integrals with High-Order Field Interactions?
- Re: Possible Closed Form Solution to Gaussian-Based Integrals with High-Order Field Interactions?
- Re: Possible Closed Form Solution to Gaussian-Based Integrals with High-Order Field Interactions?
- Re: Comparing the Fermat factoring method with triangle # factoring.
- Re: Comparing the Fermat factoring method with triangle # factoring.Correct
- Re: JSH: Solving for a factor
- Re: JSH: Solving for a factor
- Re: Book on complex analysis for a beginner
- From: Mariano Suárez-Alvarez
- Re: A triangle center pair
- Re: Book on complex analysis for a beginner
- Re: Algebra with Q/Z, finite index.
- Re: JSH: Solving for a factor
- Re: differential equation question
- From: Mariano Suárez-Alvarez
- Re: differential equation question
- Re: Patterns in Shuffling Poker Chips
- differential equation question
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: sequence
- Re: Book on complex analysis for a beginner
- Patterns in Shuffling Poker Chips
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: A triangle center pair
- Re: Rejected by the Unabomber. Oh, Woe is Me
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- Re: can anyone show this by induction?
- Re: Book on complex analysis for a beginner
- Re: can anyone show this by induction?
- Re: Book on complex analysis for a beginner
- Re: Algebra with Q/Z, finite index.
- Re: Rejected by the Unabomber. Oh, Woe is Me
- Re: can anyone show this by induction?
- Re: can anyone show this by induction?
- Re: Rejected by the Unabomber. Oh, Woe is Me
- Re: can anyone show this by induction?
- sequence
- Book on complex analysis for a beginner
- Re: lets turn the tables
- Re: base change and irreducible reduced schemes
- Re: can anyone show this by induction?
- Re: Possible Closed Form Solution to Gaussian-Based Integrals with High-Order Field Interactions?
- For TdL and 2k+3=p (prime number)
- Re: lets turn the tables
- Re: lets turn the tables
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: Can't figure out
- Re: Question about Laplace Transform of General Binomial Coefficient
- Re: Possible Closed Form Solution to Gaussian-Based Integrals with High-Order Field Interactions?
- Re: Question about Laplace Transform of General Binomial Coefficient
- Re: lets turn the tables
- Re: Cartesian Plane
- From: gordon . is . a . moron
- Re: next-to-Fermat primes.
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: lets turn the tables
- [;-)] Re: 2^n-3= prime
- Re: next-to-Fermat primes.
- Re: Here Is What I Believe is the Closed Form Solution
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: Possible Closed Form Solution to Gaussian-Based Integrals with High-Order Field Interactions?
- Re: Rejected by the Unabomber. Oh, Woe is Me
- Re: Algebra with Q/Z, finite index.
- Re: lets turn the tables
- Possible Closed Form Solution to Gaussian-Based Integrals with High-Order Field Interactions?
- Here Is What I Believe is the Closed Form Solution
- Re: Make money with Mathematic
- Re: next-to-Fermat primes.
- Re: Does This Sequence of Numbers Looks Familiar?
- Re: 2^n-3= prime
- Re: Analysis with log_a (n).
- Re: Can't figure out
- Re: Computer math
- Algebra with Q/Z, finite index.
- Re: Analysis with log_a (n).
- Re: An Inequality for positive definite matices
- Make money with Mathematic
- Re: An Inequality for positive definite matices
- Re: local homeomorphism proof
- Re: An Inequality for positive definite matices
- An Inequality for positive definite matices
- Re: 2^n-3= prime
- Re: Computer math
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: lets turn the tables
- Re: can anyone show this by induction?
- Re: basic algebra stuff
- From: Mariano Suárez-Alvarez
- can anyone show this by induction?
- Re: base change and irreducible reduced schemes
- An inequality for the determinant of positive definite matrices
- An inequality for the determinant of positive definite matrices
- Re: basic algebra stuff
- An inequality for the determinant of positive definite matrices
- Re: Computer math
- Re: lets turn the tables
- basic algebra stuff
- Re: Does This Sequence of Numbers Looks Familiar?
- Does This Sequence of Numbers Looks Familiar?
- Re: Computer math
- Re: Computer math
- Re: An equation with integral solutions
- Computer math
- Re: why does professor david c ullrich have to put people down to
- Re: Question about Laplace Transform of General Binomial Coefficient
- Re: Can't figure out
- Re: Can't figure out
- Re: Question about Laplace Transform of General Binomial Coefficient
- Re: Can't figure out
- Can't figure out
- Re: puzzling problem...
- Re: A triangle center pair
- Looking for "solid" results about Lagrangian groups
- Re: next-to-Fermat primes.
- Re: polynomial convexity
- Re: local homeomorphism proof
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: New Complex Book!
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- ? meaning of changing a matrix to a vector
- Re: bluster
- Re: New Complex Book!
- Re: A triangle center pair
- Re: Analysis with log_a (n).
- Re: Analysis with log_a (n).
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: proper morphism
- A triangle center pair
- Re: Confused by part of Beardon's proof of Cauchy's Theorem
- Re: base change and irreducible reduced schemes
- Analysis with log_a (n).
- Re: Confused by part of Beardon's proof of Cauchy's Theorem
- Re: Confused by part of Beardon's proof of Cauchy's Theorem
- Re: Algebra with subgroup, index.
- Re: polynomial convexity
- Re: lets turn the tables
- Re: lets turn the tables
- Re: 2^n-3= prime
- Re: why does professor david c ullrich have to put people down to
- Re: 2^n-3= prime
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: bluster
- Re: Question about Laplace Transform of General Binomial Coefficient
- Re: continuity
- Re: 2^n-3= prime
- From: The Qurqirish Dragon
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: Algebra with S4, normal subgroup.
- Re: Algebra with subgroup, index.
- Re: Mathematics education with Def of function.
- Re: Algebra with S4, normal subgroup.
- Algebra with subgroup, index.
- Re: 2^n-3= prime
- Re: lets turn the tables
- Re: Rejected by the Unabomber. Oh, Woe is Me
- Re: why does professor david c ullrich have to put people down to
- Re: why does professor david c ullrich have to put people down to
- Re: Prime Numbers discovery and thoughts - comments please
- Re: next-to-Fermat primes.
- Re: lets turn the tables
- Re: New Complex Book!
- Re: New Complex Book!
- Re: David C Ullrich -> 1 = 4
- Re: next-to-Fermat primes.
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- Re: irreducible subspace
- From: Mariano Suárez-Alvarez
- Re: lets turn the tables
- Re: Trying to measure abstraction - please help!!!
- From: Mariano Suárez-Alvarez
- Re: Baire Space - omega_omega
- Re: Baire Space - omega_omega
- Re: irreducible subspace
- Re: Building commuting polynomials...
- From: alainverghote@xxxxxxxxx
- proper morphism
- Re: Euclidean proof of geometry problem . . .
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: next-to-Fermat primes.
- Re: Algebra with S4, normal subgroup.
- 2^n-3= prime
- Re: Fitting a polynomial ?
- Re: Euclidean proof of geometry problem . . .
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: next-to-Fermat primes.
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: Vector calculus preliminaries
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: Tetration function uniqueness questions.
- Re: Building commuting polynomials...
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: local homeomorphism proof
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: Prime Numbers discovery and thoughts - comments please
- Re: Matrix algebra?
- From: Mariano Suárez-Alvarez
- Re: Algebra with S4, normal subgroup.
- Re: Matrix algebra?
- Re: series of only positive and only negative terms of sine and cosine series
- Re: Heliz around a curve
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- Re: An equation with integral solutions
- An equation with integral solutions
- bluster
- Re: Looking for Help Calculating a Gaussian-Type Integral
- next-to-Fermat primes.
- bluster
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: Heliz around a curve
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: Easier trig/algebraic method for finding sin 36 (sin PI/5)?
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- From: Mariano Suárez-Alvarez
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Looking for Help Calculating a Gaussian-Type Integral
- Re: lets turn the tables
- Re: Easier trig/algebraic method for finding sin 36 (sin PI/5)?
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: lets turn the tables
- Re: Top ranking with sci.math.
- Re: Fitting a polynomial ?
- Re: Easier trig/algebraic method for finding sin 36 (sin PI/5)?
- Re: Top ranking with sci.math.
- Re: Heliz around a curve
- Re: Easier trig/algebraic method for finding sin 36 (sin PI/5)?
- Re: Top ranking with sci.math.
- Re: Matrix algebra?
- From: Mariano Suárez-Alvarez
- Re: Heliz around a curve
- From: Mariano Suárez-Alvarez
- Re: Matrix algebra?
- Re: polynomial convexity
- Re: Matrix algebra?
- Re: Prime Numbers discovery and thoughts - comments please
- Easier trig/algebraic method for finding sin 36 (sin PI/5)?
- Heliz around a curve
- Re: Matrix algebra?
- From: Mariano Suárez-Alvarez
- Re: Fitting a polynomial ?
- Re: Matrix algebra?
- Re: Prime Numbers discovery and thoughts - comments please
- Re: Small Fermat's theorem squared ?
- Re: algebraic elements
- Re: Top ranking with sci.math.
- Re: Matrix algebra?
- From: Mariano Suárez-Alvarez
- Integrals equivalent
- Re: Geometry with arithmetic-geometric mean.
- Re: Matrix algebra?
- Euclidean proof of geometry problem . . .
- Re: Wiles proof of Fermat teorem
- Re: algebraic elements
- Re: Top ranking with sci.math.
- Re: Top ranking with sci.math.
- Re: algebraic elements
- Re: Small Fermat's theorem squared ?
- Re: Fitting a polynomial ?
- Re: Fitting a polynomial ?
- Re: algebraic elements
- From: Mariano Suárez-Alvarez
- Re: algebraic elements
- Re: Algebra with S4, normal subgroup.
- Re: algebraic elements
- Re: Matrix algebra?
- Re: Matrix algebra?
- From: Mariano Suárez-Alvarez
- Re: Fitting a polynomial ?
- From: The Qurqirish Dragon
- Re: Fitting a polynomial ?
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: Matrix algebra?
- Re: Algebra with S4, normal subgroup.
- From: Mariano Suárez-Alvarez
- Re: Fitting a polynomial ?
- From: Mariano Suárez-Alvarez
- Re: Algebra with S4, normal subgroup.
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Fitting a polynomial ?
- Re: calculus / pre-calculus faculty survey
- Re: A square sum cycle puzzle
- Small Fermat's theorem squared ?
- Re: Binomial Distribution
- Re: Cartesian Plane
- calculus / pre-calculus faculty survey
- From: ks2470@xxxxxxxxxxxx
- Re: Trying to measure abstraction - please help!!!
- From: Mariano Suárez-Alvarez
- Re: Mersenne prime exponents and Poisson processes (experimental)
- Re: Confused by part of Beardon's proof of Cauchy's Theorem
- Re: pq - (p+q) is prime
- Re: Vector calculus preliminaries
- Confused by part of Beardon's proof of Cauchy's Theorem
- Re: Solving an second order ODE using the Fourier transform
- Re: Trying to measure abstraction - please help!!!
- PhD fellows Writing Competition 2009
- Graph distance problem
- Error in wikipedia Bode Plot article
- Re: Matrix algebra?
- From: Mariano Suárez-Alvarez
- Re: Matrix algebra?
- Re: Matrix algebra?
- Re: algebraic elements
- Re: algebraic elements
- Matrix algebra?
- Re: Algebra with Platonic solid, isomorphic.
- From: Mariano Suárez-Alvarez
- Re: algebraic elements
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: algebraic elements
- Re: algebraic elements
- From: Mariano Suárez-Alvarez
- Re: parametrization of a^2+b^2+c^2+d^2=e^2
- Re: Algebra with S4, normal subgroup.
- Re: Algebra with S4, normal subgroup.
- Re: algebraic elements
- Re: Prime Numbers discovery and thoughts - comments please
- Re: parametrization of a^2+b^2+c^2+d^2=e^2
- Re: polynomial convexity
- Re: Polynomial with real roots
- Algebra with S4, normal subgroup.
- Re: continuity
- Re: base change and irreducible reduced schemes
- Re: Polynomial with real roots
- polynomial convexity
- Re: David C Ullrich -> 1 = 4
- Re: lets turn the tables
- Re: irreducible subspace
- Re: why does professor david c ullrich have to put people down to feel good about himself?
- Re: why does professor david c ullrich have to put people down to feel good about himself?
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- Re: parametrization of a^2+b^2+c^2+d^2=e^2
- From: sttscitrans@xxxxxxxxx
- Re: Algebra with Platonic solid, isomorphic.
- Re: New Complex Book!
- Re: Algebra homework for kiddies
- From: The Sortov Institute
- Algebra with Platonic solid, isomorphic.
- Vector calculus preliminaries
- From: charlescalculus_robertobaggio
- Re: Tetration function uniqueness questions.
- From: alainverghote@xxxxxxxxx
- Re: pq - (p+q) is prime
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- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- l1 ball
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- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- james using his hammer
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- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: A generator of degree 4 for an infinite set of octic polynomials?
- A generator of degree 4 for an infinite set of octic polynomials?
- Re: Analysis doubts and problems
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- Re: Analysis doubts and problems
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- Defining an infinite set of polynomials which have a C(10) generator?
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- Complex Exponentials please help
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- Analysis doubts and problems
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- See the image divide the 'AREA' into equal parts
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- Re: --- --- --- Two similar equations
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- From: Mariano Suárez-Alvarez
- Blog post on mathematical names
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- Re: Similar Matrices VS Equivalent Matrices
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- Algebra with general linear group GL(V).
- Re: Similar Matrices VS Equivalent Matrices
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- Re: Similar Matrices VS Equivalent Matrices
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- Question on primes
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- help sought with this trig problem
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- Re: Numbers
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- Re: Similar Matrices VS Equivalent Matrices
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- Re: Balls in Bins problem
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- Similar Matrices VS Equivalent Matrices
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- Balls in Bins problem
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- Re: still funny
- Re: still funny
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- Re: Numbers
- multisected u-tetration
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- Re: sum of moebius-function
- Re: The SMRPG theories.
- Re: still funny
- Re: Proof of the riemann hypothesis via Meijer-G functions, hypergeometric functions, and Brownian motion
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- Re: How to Draw a Straight line?
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- Help Pls Statistic
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- Re: still funny
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- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: --- --- --- Two similar equations
- Numbers
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- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- basic combinatorics question
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: --- --- --- Two similar equations
- Re: Where does infinity start?
- principal connections and curvature reference
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- Re: Where does infinity start?
- Re: Complex analysis with entire, f(1).
- Re: Where does infinity start?
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- Re: Questions using Logarithms
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- Re: Where does infinity start?
- Re: Solutions to system of congruences Ax==0( mod k)
- I got it now (was: M.Brushi's paper on Collatz generalizations)
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- Re: A simple but hard problem of analysis...
- Re: Number Optns for Inverse PD Hermitian Matrix
- Re: A simple but hard problem of analysis...
- --- --- --- Two similar equations
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Complex analysis with entire, f(1).
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- Re: sum of moebius-function
- Tricky lucky-games probability question.
- Number Optns for Inverse PD Hermitian Matrix
- Re: Where does infinity start?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Proof of the riemann hypothesis via Meijer-G functions, hypergeometric functions, and Brownian motion
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Proof of the riemann hypothesis via Meijer-G functions, hypergeometric functions, and Brownian motion
- sum of moebius-function
- Re: Is there really that big of a change in high school geometry teaching in the past 15 years?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Where does infinity start?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: simple probability question
- Re: simple probability question
- Re: Where does infinity start?
- Re: Proof of the riemann hypothesis via Meijer-G functions, hypergeometric functions, and Brownian motion
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Solutions to system of congruences Ax==0( mod k)
- Re: about Securitization (version 2)
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- Re: Proof of the riemann hypothesis via Meijer-G functions, hypergeometric functions, and Brownian motion
- Re: Solutions to system of congruences Ax==0( mod k)
- Re: Proof of the riemann hypothesis via Meijer-G functions, hypergeometric functions, and Brownian motion
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- Solutions to system of congruences Ax==0( mod k)
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- Re: simple probability question
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- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: still funny
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Proof of the riemann hypothesis via Meijer-G functions, hypergeometric functions, and Brownian motion
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: A simple but hard problem of analysis...
- Re: Quadrilateral problem
- Re: still funny
- Re: Quadrilateral problem
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- Re: Questions using Logarithms
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- The SMRPG theories.
- Re: still funny
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- Re: still funny
- Re: A Question about M12
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- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Using diagonals in arguing against sets with the same number of elements as subsets.
- I've been converted.
- Re: A Question about M12
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- Questions using Logarithms
- From: charlescalculus_robertobaggio
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- Re: A Question about M12
- From: Mariano Suárez-Alvarez
- Re: Goldblatt, /Topoi/: definition of exponentiation
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- Re: Algebra with Galois theory, G(K/E).
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- From: Timothy Golden BandTechnology.com
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- Bent functions
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- A simple but hard problem of analysis...
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- proving polynomial not divisible by irreducible polynomial of some degree
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- Re: still funny
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- Re: Exponentation of Complex Numbers
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- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
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- Re: still funny
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- simple probability question
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- Re: Goldblatt, /Topoi/: definition of exponentiation
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- Re: Where does infinity start?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Where does infinity start?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
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- Re: "basis" on group of homeomorphism from [0, 1]^2 to itself
- Re: "basis" on group of homeomorphism from [0, 1]^2 to itself
- From: Mariano Suárez-Alvarez
- Re: "basis" on group of homeomorphism from [0, 1]^2 to itself
- Re: Where does infinity start?
- Re: "basis" on group of homeomorphism from [0, 1]^2 to itself
- From: Mariano Suárez-Alvarez
- Re: Exponentation of Complex Numbers
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- Re: still funny
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- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Math outside of Time
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- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: I can't believe how wrong this thing is.
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: I can't believe how wrong this thing is.
- A Question about M12
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- Re: still funny
- Re: y=x^x
- Re: need book recommendation: several variable calculus with linear algebra
- Proving g is not periodic
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- convex function
- From: kaushik . sinha . cs
- Re: Completeness of R
- Re: A general question on images of a function
- Re: Goldblatt, /Topoi/: definition of exponentiation
- Re: Goldblatt, /Topoi/: definition of exponentiation
- Re: need book recommendation: several variable calculus with linear algebra
- Re: A general question on images of a function
- Re: A general question on images of a function
- From: Mariano Suárez-Alvarez
- A general question on images of a function
- Re: need book recommendation: several variable calculus with linear algebra
- Re: need book recommendation: several variable calculus with linear algebra
- Re: need book recommendation: several variable calculus with linear algebra
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- Re: Goldblatt, /Topoi/: definition of exponentiation
- From: anonymous . rubbertube
- Re: Analysis with limit, (n+1)!
- Re: Analysis with limit, (n+1)!
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- From: Timothy Golden BandTechnology.com
- Re: still funny
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- Re: maximal/prime ideals with respect to irreducible/prime elements
- Re: maximal/prime ideals with respect to irreducible/prime elements
- Re: Differential Equation
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- Re: maximal/prime ideals with respect to irreducible/prime elements
- Re: y=x^x
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- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: y=x^x
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- The Secret Of...
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- Re: Exponentation of Complex Numbers
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- From: sttscitrans@xxxxxxxxx
- The game similiar to 'nim'
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- Re: another irreducible question (toughie)
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- Re: still funny
- Re: Exponentation of Complex Numbers
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- opening in USA
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Irreducible polynomial
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- Re: I can't believe how wrong this thing is.
- Re: Exponentation of Complex Numbers
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- Re: I can't believe how wrong this thing is.
- Re: rationalize
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- Re: y=x^x
- distribution of rationals that equal the ratio of primes
- Re: bounded uniformly continuous
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- still funny
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- Re: y=x^x
- Re: I can't believe how wrong this thing is.
- From: sttscitrans@xxxxxxxxx
- Re: I can't believe how wrong this thing is.
- From: Hoofington P. McSnort
- Re: y=x^x
- Boolean algebra of semiopen intervals
- Re: I can't believe how wrong this thing is.
- From: Hoofington P. McSnort
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- Re: I can't believe how wrong this thing is.
- Re: Oneness Of Pair.By Aiya-Oba
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- Re: Is there really that big of a change in high school geometry teaching in the past 15 years?
- Re: Analysis with limit, (n+1)!
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- A heretical model...
- From: alainverghote@xxxxxxxxx
- Re: I can't believe how wrong this thing is.
- Re: I can't believe how wrong this thing is.
- Re: I can't believe how wrong this thing is.
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- Re: I can't believe how wrong this thing is.
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- Re: 2^(1/n)-1 ~ .72/n
- Re: 2^(1/n)-1 ~ .72/n
- Re: continuous implies borel
- continuous implies borel
- 2^(1/n)-1 ~ .72/n
- Re: y=x^x
- Re: I can't believe how wrong this thing is.
- Re: I can't believe how wrong this thing is.
- Re: I can't believe how wrong this thing is.
- Re: y=x^x
- Re: y=x^x
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- y=x^x
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- Re: I can't believe how wrong this thing is.
- Re: I can't believe how wrong this thing is.
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- I can't believe how wrong this thing is.
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- Re: Oneness Of Pair.By Aiya-Oba
- Re: cos cos cos
- Re: cos cos cos
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- Re: Is there really that big of a change in high school geometry teaching in the past 15 years?
- Re: Is there really that big of a change in high school geometry teaching in the past 15 years?
- Re: Is there really that big of a change in high school geometry teaching in the past 15 years?
- Re: Is there really that big of a change in high school geometry teaching in the past 15 years?
- Re: Radix Base Number Converter
- bicomp, a bidirectional computer, released.
- Re: Serre intersection multiplicity
- Re: Discrete Math HELP is here.
- Re: Drop
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Radix Base Number Converter
- Re: Serre intersection multiplicity
- Re: Number of permutations on shortest paths between two fixed permutations
- Re: "Easy" exercise in neutral geometry
- Re: Number of permutations on shortest paths between two fixed permutations
- Re: Is there really that big of a change in high school geometry teaching in the past 15 years?
- Re: Is a square root operation counted as a FLOP?
- Re: "Easy" exercise in neutral geometry
- Re: Calc Problem
- Re: Is there really that big of a change in high school geometry teaching in the past 15 years?
- Re: Calc Problem
- Re: Is a square root operation counted as a FLOP?
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- Re: Radix Base Number Converter
- Re: Oneness Of Pair.By Aiya-Oba
- Re: Radix Base Number Converter
- Re: Discrete Math HELP is here.
- Re: How to Draw a Straight line?
- Re: Calc Problem
- Re: Discrete Math HELP is here.
- Re: Is a square root operation counted as a FLOP?
- Is a square root operation counted as a FLOP?
- Re: Analysis with limit, (n+1)!
- Re: "Easy" exercise in neutral geometry
- Re: Calc Problem
- From: Achava Nakhash, the Loving Snake
- Re: Calc Problem
- From: Achava Nakhash, the Loving Snake
- Re: Calc Problem
- apology
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Calc Problem
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Equation a*x^2 + b*y^2 = c*z^2 for x;y;z of gcd=1
- Re: Oneness Of Pair.By Aiya-Oba
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: need book recommendation: several variable calculus with linear algebra
- Re: need book recommendation: several variable calculus with linear algebra
- From: Mariano Suárez-Alvarez
- Re: A way to effectively update or approximate median
- Re: Oneness Of Pair.By Aiya-Oba
- Re: cos cos cos
- Re: need book recommendation: several variable calculus with linear algebra
- Re: Symmetry Groups of Algebraic Structures
- Re: Uniform distribution on a hyperannulus
- Re: Oneness Of Pair.By Aiya-Oba
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Oneness Of Pair.By Aiya-Oba
- Re: need book recommendation: several variable calculus with linear algebra
- From: Mariano Suárez-Alvarez
- Is there really that big of a change in high school geometry teaching in the past 15 years?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: need book recommendation: several variable calculus with linear algebra
- Re: need book recommendation: several variable calculus with linear algebra
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: cos cos cos
- Re: Non-discrete valuation ring
- Re: Serre intersection multiplicity
- Re: Simple extension
- Re: cos cos cos
- Simple extension
- Re: cos cos cos
- Re: cos cos cos
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: cos cos cos
- From: Mariano Suárez-Alvarez
- Re: cos cos cos
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- cos cos cos
- Re: Serre intersection multiplicity
- From: Mariano Suárez-Alvarez
- Re: Serre intersection multiplicity
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: need book recommendation: several variable calculus with linear algebra
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Analysis with limit, (n+1)!
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: need book recommendation: several variable calculus with linear algebra
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: need book recommendation: several variable calculus with linear algebra
- Re: Equation a*x^2 + b*y^2 = c*z^2 for x;y;z of gcd=1
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: triangle geom: proof of c sin ((A-B)/2) = (a-b)cos(C/2) ?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Free paper on ringfields
- Free paper on ringfields
- Re: six sigma & 99.99
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: extreme values
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Help with an optimization problem.
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: How to Draw a Straight line?
- From: Timothy Golden BandTechnology.com
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Can graphs with a forbidden subgraph have large minimum degree?
- Re: Completeness of R
- Re: six sigma & 99.99
- The Geometry of Cartan's Derivation
- From: Christian Reinbothe
- Re: Linear algebra with A+B=3I, AB=4B.
- Re: checking the intersection between a circle and an ellipse
- Re: Linear algebra with A+B=3I, AB=4B.
- Re: extreme values
- Re: limit, contact, accumulation points
- Re: triangle geom: proof of c sin ((A-B)/2) = (a-b)cos(C/2) ?
- Re: triangle geom: proof of c sin ((A-B)/2) = (a-b)cos(C/2) ?
- Re: Linear algebra with A+B=3I, AB=4B.
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Analysis with limit, (n+1)!
- Re: triangle geom: proof of c sin ((A-B)/2) = (a-b)cos(C/2) ?
- extreme values
- [] Set with cofinite topology is compact
- Re: six sigma & 99.99-correction
- Re: six sigma & 99.99-
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- limit, contact, accumulation points
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Analysis with limit, (n+1)!
- Re: Analysis with limit, (n+1)!
- Re: some elementary geometry problem
- Re: Set with cofinite topology is compact
- Re: checking the intersection between a circle and an ellipse
- Re: Analysis with limit, (n+1)!
- Linear algebra with A+B=3I, AB=4B.
- Re: rectangle inscribed inside a triangle
- Re: Natural number with infinite digits
- triangle geom: proof of c sin ((A-B)/2) = (a-b)cos(C/2) ?
- Re: Completeness of R
- Analysis with limit, (n+1)!
- checking the intersection between a circle and an ellipse
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- six sigma & 99.99
- Re: Set with cofinite topology is compact
- Re: Uniform distribution on a hyperannulus
- Re: Analysis problem (continuity)
- Re: Prime spectrum, rings and idempotents
- Re: Analysis problem (continuity)
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: rectangle inscribed inside a triangle
- Re: Natural number with infinite digits
- Re: need book recommendation: several variable calculus with linear algebra
- From: Mariano Suárez-Alvarez
- need book recommendation: several variable calculus with linear algebra
- Re: Natural number with infinite digits
- Re: A geometrical problem concerning distances
- Re: minimum number of votes needed to change a US Presidential election
- Re: rectangle inscribed inside a triangle
- Re: Analysis problem (continuity)
- Re: some elementary geometry problem-
- Re: Analysis problem (continuity)
- rectangle inscribed inside a triangle
- Re: A geometrical problem concerning distances
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- Re: Non-discrete valuation ring
- Re: Serre intersection multiplicity
- From: Mariano Suárez-Alvarez
- Non-discrete valuation ring
- Analysis problem (continuity)
- Re: Serre intersection multiplicity
- Re: minimum number of votes needed to change a US Presidential election
- Re: Serre intersection multiplicity
- From: Mariano Suárez-Alvarez
- some elementary geometry problem
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: minimum number of votes needed to change a US Presidential election
- Serre intersection multiplicity
- Re: A way to effectively update or approximate median
- Re: "Easy" exercise in neutral geometry
- Re: "Easy" exercise in neutral geometry
- minimum number of votes needed to change a US Presidential election
- Re: Philosophy of Sets
- Re: Odd and even transpositions of permutations
- Re: Odd and even transpositions of permutations
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: I have sinned
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: biconnected cyclic directed path
- Re: How many hairs on a person's head
- Re: A way to effectively update or approximate median
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Can graphs with a forbidden subgraph have large minimum degree?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: I have sinned
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: How to Draw a Straight line?
- Re: How to Draw a Straight line?
- Re: Completeness of R
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Completeness of R
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: irreducible space
- From: Mariano Suárez-Alvarez
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: I have sinned
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: How to Draw a Straight line?
- From: Timothy Golden BandTechnology.com
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Completeness of R
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: The Implicit Function Theorem and the natural log.
- Re: I have sinned
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: A way to effectively update or approximate median
- Re: I have sinned
- Re: Set with cofinite topology is compact
- Re: ? dangerous Netwon
- Re: Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: A way to effectively update or approximate median
- Re: Generation Function for p(7n+1)
- Re: irreducible space
- Re: Goldblatt, /Topoi/: definition of exponentiation
- Re: biconnected cyclic directed path
- Re: irreducible space
- From: Mariano Suárez-Alvarez
- irreducible space
- Re: I have sinned
- A way to effectively update or approximate median
- Re: beginners algebra question
- Re: beginners algebra question
- Re: Set with cofinite topology is compact
- Re: biconnected cyclic directed path
- Does the equation p^2+q^4+r^8+s^16=t^32 have integer solutions with all numbers >0?
- Re: beginners algebra question
- Re: probability
- Re: How many hairs on a person's head
- Re: Algebra with finite, subgroup.
- Re: beginners algebra question
- beginners algebra question
- Re: complex hyperplanes?
- Re: f(a+b*sqrt(2)) = c ???
- Algebra with finite, subgroup.
- Re: Goldblatt, /Topoi/: definition of exponentiation
- complex hyperplanes?
- Re: biconnected cyclic directed path
- Re: Gröbner-Shirshov bases and rewriting systems
- Can graphs with a forbidden subgraph have large minimum degree?
- What sort of normal subspace?
- Re: morphism of schemes
- From: Mariano Suárez-Alvarez
- Re: morphism of schemes
- Re: How many hairs on a person's head
- Re: How many hairs on a person's head
- Re: Set with cofinite topology is compact
- Re: Definition of truth
- Re: Natural number with infinite digits
- Re: morphism of schemes
- From: Mariano Suárez-Alvarez
- Re: A geometrical problem concerning distances
- Re: A geometrical problem concerning distances
- Re: morphism of schemes
- Re: continuous bijection from compact space to Hausdorff space has continuous inverse
- Re: Natural number with infinite digits
- Re: Natural number with infinite digits
- Re: Invariance of probability under 'symmetries'
- Re: Invariance of probability under 'symmetries'
- Re: Natural number with infinite digits
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Discrete Math HELP is here.
- Re: "I only truly understood this material when I started teaching it."
- Re: Bilinear, Trilinear, ..., N-linear
- Re: Natural number with infinite digits
- Re: Natural number with infinite digits
- Re: Generation Function for p(7n+1)
- Re: biconnected cyclic directed path
- ? dangerous Netwon
- Re: A curious limit
- Re: How to Draw a Straight line?
- "Easy" exercise in neutral geometry
- Re: Analysis with Stirling's approximation.
- Re: JSH: Just consider Andrew Wiles
- Re: I have sinned
- Re: Set with cofinite topology is compact
- From: Mariano Suárez-Alvarez
- Re: probability
- Re: God base
- Is there a name for a general function which...
- I have sinned
- Re: God base
- From: Jens Stueckelberger
- Re: Natural number with infinite digits
- From: amature83@xxxxxxxxxxxxxx
- Re: Circulant Matrices
- biconnected cyclic directed path
- God base
- Re: Natural number with infinite digits
- Re: Set with cofinite topology is compact
- Re: Natural number with infinite digits
- Re: Generation Function for p(7n+1)
- Re: Generation Function for p(7n+1)
- Re: JSH: Just consider Andrew Wiles
- Re: -- Origins of mathematical words and symbols.
- Re: Analysis with Stirling's approximation.
- Re: Natural number with infinite digits
- From: anonymous . rubbertube
- Re: Definition of truth
- Re: Natural number with infinite digits
- Re: A geometrical problem concerning distances
- Re: Definition of truth
- Re: COV(X,Y)
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Set with cofinite topology is compact
- From: Mariano Suárez-Alvarez
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Set with cofinite topology is compact
- Re: morphism of schemes
- From: Mariano Suárez-Alvarez
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Symmetry Groups of Algebraic Structures
- From: Mariano Suárez-Alvarez
- Re: Definition of truth
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: A geometrical problem concerning distances
- A curious limit
- Prime spectrum, rings and idempotents
- Re: Radix Base Number Converter
- Symmetry Groups of Algebraic Structures
- Re: Natural number with infinite digits
- From: amature83@xxxxxxxxxxxxxx
- Re: f(a+b*sqrt(2)) = c ???
- Re: A geometrical problem concerning distances
- Definition of truth
- Re: A geometrical problem concerning distances
- Re: Odd and even transpositions of permutations
- Odd and even transpositions of permutations
- Re: question about prime partition
- Re: Bilinear, Trilinear, ..., N-linear
- Re: question about prime partition
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: f(a+b*sqrt(2)) = c ???
- Generation Function for p(7n+1)
- Re: Analysis with Stirling's approximation.
- Re: How to Draw a Straight line?
- From: Timothy Golden BandTechnology.com
- Re: Analysis with Stirling's approximation.
- Generating Function for p(7n)
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Analysis with Stirling's approximation.
- Re: continuous bijection from compact space to Hausdorff space has continuous inverse
- Re: Natural number with infinite digits
- Re: "I only truly understood this material when I started teaching it."
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- How to prove this Markov Property?
- Re: f(a+b*sqrt(2)) = c ???
- Re: about the necessity of compactness condition in a theorem
- Re: f(a+b*sqrt(2)) = c ???
- Re: f(a+b*sqrt(2)) = c ???
- Re: zeta(s) = -1
- Re: f(a+b*sqrt(2)) = c ???
- Re: A geometrical problem concerning distances
- Re: f(a+b*sqrt(2)) = c ???
- Re: A geometrical problem concerning distances
- Re: Analysis with Stirling's approximation.
- Re: A geometrical problem concerning distances
- Analysis with Stirling's approximation.
- Re: f(a+b*sqrt(2)) = c ???
- Gröbner-Shirshov bases and rewriting systems
- A geometrical problem concerning distances
- Re: Some group presentations
- Analysis with Riemann integrable, composite.
- Re: Some group presentations
- morphism of schemes
- Re: Natural number with infinite digits
- Re: Analysis with uniformly converge n.f_n(x).
- Re: Analysis with uniformly converge n.f_n(x).
- Re: Analysis with uniformly converge n.f_n(x).
- Re: Some group presentations
- From: maxblack88@xxxxxxxxx
- Re: Analysis with uniformly converge n.f_n(x).
- Re: Analysis with uniformly converge n.f_n(x).
- Re: Natural number with infinite digits
- Re: Analysis with uniformly converge n.f_n(x).
- Re: Defend algebraic integers, simple challenge
- Re: kurosh subgroup
- Re: Uniform distribution on a hyperannulus
- Re: Some group presentations
- Re: kurosh subgroup
- Re: Ants puzzle
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: kurosh subgroup
- Re: Natural number with infinite digits
- Help
- Re: continuous bijection from compact space to Hausdorff space has continuous inverse
- Re: about the necessity of compactness condition in a theorem
- Bilinear, Trilinear, ..., N-linear
- continuous bijection from compact space to Hausdorff space has continuous inverse
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- Analysis with uniformly converge n.f_n(x).
- Re: probability
- Re: Analysis with uniformly continuous Q.
- Re: Natural number with infinite digits
- Re: Natural number with infinite digits
- Re: Analysis with uniformly continuous Q.
- Re: How to derive MGF of a uniform distribution?
- kurosh subgroup
- From: burkill.louis@xxxxxxxxxxxxxx
- Re: Natural number with infinite digits
- From: amature83@xxxxxxxxxxxxxx
- Re: COV(X,Y)
- Re: Natural number with infinite digits
- Re: How to Draw a Straight line?
- Re: Natural number with infinite digits
- Re: Some group presentations
- From: maxblack88@xxxxxxxxx
- Re: Can you help me with this practice problem??? PLEASE
- Natural number with infinite digits
- From: amature83@xxxxxxxxxxxxxx
- Analysis with uniformly continuous Q.
- Re: valuation theory of fields of finite transcendence degree over Q
- Re: valuation theory of fields of finite transcendence degree over Q
- Re: valuation theory of fields of finite transcendence degree over Q
- Re: Can you help me with this practice problem??? PLEASE
- Re: Can you help me with this practice problem??? PLEASE
- COV(X,Y)
- Re: How to derive MGF of a uniform distribution?
- Re: show that lim(n-->oo) (cosx) != 2
- Re: Please help me!
- Re: Analysis with limit e^sqrt(n).
- Re: How to derive MGF of a uniform distribution?
- Re: Can you help me with this practice problem??? PLEASE
- Re: "I only truly understood this material when I started teaching it."
- Re: "I only truly understood this material when I started teaching it."
- Re: What "||" means
- Re: set containment
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Affine K-scheme
- Can you help me with this practice problem??? PLEASE
- Can you help me with this practice problem??? PLEASE
- Re: How to derive MGF of a uniform distribution?
- Re: Uniform distribution on a hyperannulus
- Re: -- Origins of mathematical words and symbols.
- Re: Moment generating function tutorial?
- Re: How to derive MGF of a uniform distribution?
- Moment generating function tutorial?
- Re: A good self-study book
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- How to derive MGF of a uniform distribution?
- -- Origins of mathematical words and symbols.
- Re: Analysis with limit e^sqrt(n).
- Re: Uniform convergence of holomorphic functions
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Ants puzzle
- Re: "I only truly understood this material when I started teaching it."
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Please help me!
- Re: fiber product of schemes
- From: anonymous . rubbertube
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Ants puzzle
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Analysis with limit e^sqrt(n).
- Re: Analysis with limit e^sqrt(n).
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Analysis with limit e^sqrt(n).
- Re: probability
- Re: Analysis with limit e^sqrt(n).
- Re: Analysis with limit e^sqrt(n).
- Re: Is one-to-one mapping valid for comparing infinite-sized sets?
- Re: Analysis with limit e^sqrt(n).
- Re: Philosophy of Sets
- Re: show that lim(n-->oo) (cosx) != 2
- Re: Affine K-scheme
- From: Mariano Suárez-Alvarez
- Re: Analysis with limit e^sqrt(n).
- Re: "I only truly understood this material when I started teaching it."
- Re: set containment
- probability
- Re: set containment
- fiber product of schemes
- Affine K-scheme
- Re: Philosophy of Sets
- Re: Q on Riemann Hypothesis
- Re: 'Small' entities in category theory
- Re: set containment
- Re: JSH: Just consider Andrew Wiles
- Re: set containment
- Re: "I only truly understood this material when I started teaching it."
- set containment
- Re: Norm of the Fourier operator
- utility of having a journal on formal methods for proving results
- Re: "I only truly understood this material when I started teaching it."
- Re: Hausdorff Metric reference
- Re: JSH: Just consider Andrew Wiles
- Re: "I only truly understood this material when I started teaching it."
- Re: Uniform convergence of holomorphic functions
- Re: about the necessity of compactness condition in a theorem
- Re: about the necessity of compactness condition in a theorem
- Re: Invariance of probability under 'symmetries'
- Re: JSH: Just consider Andrew Wiles
- Re: Analysis with limit e^sqrt(n).
- Re: "I only truly understood this material when I started teaching it."
- Re: Philosophy of Sets
- Re: 'Small' entities in category theory
- Re: 'Small' entities in category theory
- From: anonymous . rubbertube
- Analysis with limit e^sqrt(n).
- 'Small' entities in category theory
- Re: show that lim(n-->oo) (cosx) != 2
- Re: How to Draw a Straight line?
- Norm of the Fourier operator
- Re: finding the intersection between a rotated hperbola and a rotated ellipse
- Re: Fourier Series
- Re: Conjugacy classes of S_n wr Z_2
- Re: Q on Riemann Hypothesis
- Re: valuation theory of fields of finite transcendence degree over Q
- UGG 5831 Women's Classic Short Paisley sand paisley
- From: go4uggcom@xxxxxxxxx
- Re: JSH: Just consider Andrew Wiles