sci.math.symbolic
- Re: hard integral
- From: DP
- Re: MeijerG
- From: David W . Cantrell
- Re: MeijerG
- From: A N Niel
- Re: MeijerG
- From: A N Niel
- Re: MeijerG
- From: dimitris
- Re: fourier cosine transform
- From: dimitris
- Re: Selling Matlab and Mathematica addons
- From: Nasser Abbasi
- Re: Selling Matlab and Mathematica addons
- From: Nasser Abbasi
- Re: Selling Matlab and Mathematica addons
- From: Jon Harrop
- Hi HI
- From: ss11
- Re: Selling Matlab and Mathematica addons
- From: Nasser Abbasi
- Re: fourier cosine transform
- From: Nasser Abbasi
- Re: MeijerG
- From: dimitris
- Re: MeijerG
- From: dimitris
- Re: Selling Matlab and Mathematica addons
- From: Jon Harrop
- Re: cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Brad Cooper
- Re: Selling Matlab and Mathematica addons
- From: Jon Harrop
- Re: cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Vladimir Bondarenko
- Re: Selling Matlab and Mathematica addons
- From: Jon Harrop
- Re: Selling Matlab and Mathematica addons
- From: carlos
- Re: MeijerG
- From: Bhuvanesh
- symbolic algebra computation with list in c language.
- From: xhunga
- Re: cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Robert Israel
- Re: cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Vladimir Bondarenko
- Re: cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Vladimir Bondarenko
- Re: cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Vladimir Bondarenko
- fourier cosine transform
- From: dimitris
- MeijerG
- From: dimitris
- Re: cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Brad Cooper
- Re: cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Vladimir Bondarenko
- Re: cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Vladimir Bondarenko
- Re: cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Vladimir Bondarenko
- Re: cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Brad Cooper
- How compute a big determinant?
- From: pirio
- Re: Selling Matlab and Mathematica addons
- From: rjf
- Re: odd behaviour of `if`
- From: G. A. Edgar
- odd behaviour of `if`
- From: kilian heckrodt
- Re: Selling Matlab and Mathematica addons
- From: D Herring
- Re: Selling Matlab and Mathematica addons
- From: Steven Lord
- Re: Selling Matlab and Mathematica addons
- From: rjf
- Re: Selling Matlab and Mathematica addons
- From: carlos
- Re: viral marketing of CAS
- From: rjf
- Re: cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Stefan Wehmeier
- Re: Selling Matlab and Mathematica addons
- From: Ivar Rosquist
- Re: Selling Matlab and Mathematica addons
- From: Jon Harrop
- Help with formal definition
- From: helltone
- Re: Selling Matlab and Mathematica addons
- From: Ivar Rosquist
- Re: viral marketing of CAS
- From: Jon Harrop
- Selling Matlab and Mathematica addons
- From: Jon Harrop
- Re: Mathematica 6 is out... when?
- From: Gavin Scott
- Re: viral marketing of CAS
- From: Vladimir Bondarenko
- viral marketing of CAS
- From: rjf
- Mathematica 6 will propose a revolutionary interface (a French link)
- From: Vladimir Bondarenko
- Re: Mathematica 6 is out... when?
- From: dimitris
- Re: Mathematica 6 is out... when?
- From: Vladimir Bondarenko
- Re: question
- From: dimitris
- Mathematica 6 is out... when?
- From: Vladimir Bondarenko
- Re: Mathematica 6
- From: Vladimir Bondarenko
- Re: Mathematica 6
- From: Vladimir Bondarenko
- Re: maple question
- From: Roman Pearce
- Re: question
- From: dimitris
- Re: question
- From: dimitris
- Re: question
- From: dimitris
- Re: question
- From: dimitris
- Re: An exact simplification challenge - 11
- From: dimitris
- Re: An exact simplification challenge - 11
- From: Daniel Lichtblau
- Re: An exact simplification challenge - 11
- From: Vladimir Bondarenko
- Re: An exact simplification challenge - 11
- From: Daniel Lichtblau
- Re: maple question
- From: Mate
- Re: cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Peter Pein
- maple question
- From: G. A. Edgar
- Re: Macsyma better than Mathematica 5.1, integrating.
- From: Vladimir Bondarenko
- Re: Macsyma better than Mathematica 5.1, integrating.
- From: Charles Manoras
- Re: cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Jean-Marc Gulliet
- Re: question
- From: Axel Vogt
- Re: cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Robert Israel
- cos(12 degress)*cos(24 degrees)*cos(48 degrees)*cos(96 degrees)
- From: Brad Cooper
- Re: question
- From: Peter Pein
- Re: question
- From: David W . Cantrell
- Re: question
- From: Daniel Lichtblau
- Re: question
- From: Peter Pein
- Re: question
- From: Peter Pein
- Re: question
- From: dimitris
- question
- From: dimitris
- Re: Maple vs. Mathematica
- From: Bhuvanesh
- Re: An exact simplification challenge - 9
- From: G. A. Edgar
- Re: An exact simplification challenge - 9
- From: Daniel Lichtblau
- Re: hard integral
- From: Axel Vogt
- Re: Please help me with an integral
- From: ZHANG Pu
- Re: An exact 1-D limit challenge - 32
- From: Peter Pein
- Re: An exact 1-D limit challenge - 32
- From: Peter Pein
- Re: Please help me with an integral
- From: dimitris
- Re: How to solve this equation?
- From: CW
- Re: a type for real numbers
- From: Robert Israel
- Re: How to solve this equation?
- From: Raphael Jolly
- a type for real numbers
- From: manhal
- Re: An exact 1-D limit challenge - 34
- From: Daniel Lichtblau
- Re: An exact 1-D limit challenge - 35
- From: Daniel Lichtblau
- Re: Macsyma better than Mathematica 5.1, integrating.
- From: dimitris
- JOB: Mathematician/contractor
- From: audio . magician
- Re: How to solve this equation?
- From: D Herring
- Re: function similar to bessel?
- From: Herman Rubin
- Re: How to solve this equation?
- From: davidmill9000
- Re: How to solve this equation?
- From: davidmill9000
- Re: How to solve this equation?
- From: D Herring
- Re: How to solve this equation?
- From: Matthias Klaey
- Re: How to solve this equation?
- From: CW
- Re: Macsyma better than Mathematica 5.1, integrating.
- From: Daniel Lichtblau
- Macsyma better than Mathematica 5.1, integrating.
- From: Richard J. Fateman
- How to solve this equation?
- From: davidmill9000
- Re: An exact 1-D integration challenge - 39
- From: Lalu
- Please help me with an integral
- From: ZHANG Pu
- Re: function similar to bessel?
- From: dimitris
- Re: function similar to bessel?
- From: misio
- Re: Demonstrating a most-intriguing summation
- From: xadrezus
- Re: Demonstrating a most-intriguing summation
- From: xadrezus
- Re: Demonstrating a most-intriguing summation
- From: Robert Israel
- Re: Demonstrating a most-intriguing summation
- From: David W . Cantrell
- Re: function similar to bessel?
- From: G. A. Edgar
- Demonstrating a most-intriguing summation
- From: xadrezus
- function similar to bessel?
- From: misio
- Re: Equating two Gaussian expressions : HELP please!
- From: Robert Dodier
- Equating two Gaussian expressions : HELP please!
- From: Mike
- Re: Solve for Summation of Tangent Functions
- From: israel
- Re: Maple vs. Mathematica
- From: Philip A . Viton
- symbolic LP solver
- From: guan
- Re: Maple vs. Mathematica
- From: Richard J. Fateman
- Re: Solve for Summation of Tangent Functions
- From: David W . Cantrell
- Re: Solve for Summation of Tangent Functions
- From: Chris Barrett
- Re: Solve for Summation of Tangent Functions
- From: Chris Barrett
- Re: An exact 1-D limit challenge - 32
- From: Vladimir Bondarenko
- Re: An exact 1-D limit challenge - 32
- From: Daniel Lichtblau
- Ultraclasses.
- From: zuhair
- Re: SOS! Are really "math bugs" an integral part of computer algebra systems?
- From: Vladimir Bondarenko
- Re: PTC Acquires Mathsoft
- From: Vladimir Bondarenko
- Re: PTC Acquires Mathsoft
- From: rjf
- Re: horner's rule is bad for Legendre Polynomials.
- From: rjf
- help about a definite integral
- From: dimitris
- Re: Solve for Summation of Tangent Functions
- From: Robert Israel
- Re: horner's rule is bad for Legendre Polynomials.
- From: Christopher Creutzig
- Re: horner's rule is bad for Legendre Polynomials.
- From: sonnenrain17
- Re: Solve for Summation of Tangent Functions
- From: David W . Cantrell
- Re: Solve for Summation of Tangent Functions
- From: A N Niel
- Re: How to define a rule to simplify sum function in Maxima?
- From: mof
- Re: How to define a rule to simplify sum function in Maxima?
- From: rjf
- Triclass Theory:Exposition
- From: zuhair
- How to define a rule to simplify sum function in Maxima?
- From: mof
- Solve for Summation of Tangent Functions
- From: Chris Barrett
- Re: horner's rule is bad for Legendre Polynomials.
- From: Richard J. Fateman
- Re: horner's rule is bad for Legendre Polynomials.
- From: Christopher Creutzig
- horner's rule is bad for Legendre Polynomials.
- From: Richard J. Fateman
- more symbolic manipulation
- From: en2ccs
- Re: distinguishing between different orders of differentials
- From: en2ccs
- Re: a little observation on Maple and Mathematica and support of functions that acts on lists/sequences, how do other CAS systems behave here?
- From: vcv
- Re: a little observation on Maple and Mathematica and support of functions that acts on lists/sequences, how do other CAS systems behave here?
- From: b vcb
- Re: a little observation on Maple and Mathematica and support of functions that acts on lists/sequences, how do other CAS systems behave here?
- From: cdsfds
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