sci.math.symbolic

Date Index

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