sci.math.symbolic

• Thread Index

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• Mma plugin for Spotlight (Mac OS X Tiger)
  • From: Colin Rose
• Re: some "closed" form?
  • From: Alec Mihailovs
• Re: some "closed" form?
  • From: Daniel Lichtblau
• some "closed" form?
  • From: G. A. Edgar
• Re: MuPAD 3.0 and collect
  • From: Christopher Creutzig
• Re: MuPAD 3.0 and collect
  • From: Brad Cooper
• Mathematica summation
  • From: jaropis
• Re: MuPAD 3.0 and collect
  • From: Christopher Creutzig
• Re: Grobner basis and polynomial decomposition
  • From: Alec Mihailovs
• Re: Grobner basis and polynomial decomposition
  • From: William Le Ferrand
• MuPAD 3.0 and collect
  • From: Brad Cooper
• Re: Introducing CAS To Engineers
  • From: Thomas Richard
• Re: Introducing CAS To Engineers
  • From: Jerzy Karczmarczuk
• Re: Introducing CAS To Engineers
  • From: Richard Fateman
• Re: Introducing CAS To Engineers
  • From: Alec Mihailovs
• Re: Introducing CAS To Engineers (was Mathamatica vs MATLAB)
  • From: Jerzy Karczmarczuk
• Re: Introducing CAS To Engineers (was Mathamatica vs MATLAB)
  • From: Thomas Richard
• Re: Introducing CAS To Engineers
  • From: Jerzy Karczmarczuk
• Re: Introducing CAS To Engineers (was Mathamatica vs MATLAB)
  • From: JohnCreighton_
• Re: Grobner basis and polynomial decomposition
  • From: Roman Pearce
• Re: Introducing CAS To Engineers (was Mathamatica vs MATLAB)
  • From: Richard Fateman
• Re: Introducing CAS To Engineers (was Mathamatica vs MATLAB)
  • From: Alec Mihailovs
• Re: Introducing CAS To Engineers (was Mathamatica vs MATLAB)
  • From: Jerzy Karczmarczuk
• Re: Introducing CAS To Engineers (was Mathamatica vs MATLAB)
  • From: Richard J. Fateman
• Re: PDE problem
  • From: Costin
• Re: PDE problem
  • From: Madhusudan Singh
• IAMC'05 : CALL for PAPERS and DEMOS
  • From: Norbert Kajler
• PDE problem
  • From: cbontas
• Introducing CAS To Engineers (was Mathamatica vs MATLAB)
  • From: JohnCreighton_
• Grobner basis and polynomial decomposition
  • From: William Le Ferrand
• Re: Phasors, complex, polar in maxima
  • From: Alec Mihailovs
• Re: Phasors, complex, polar in maxima
  • From: Jens Axel Søgaard
• Re: Phasors, complex, polar in maxima
  • From: djlogan2
• Re: Phasors, complex, polar in maxima
  • From: Alec Mihailovs
• Re: Phasors, complex, polar in maxima
  • From: Peter Pein
• Re: Phasors, complex, polar in maxima
  • From: djlogan2
• Re: Phasors, complex, polar in maxima
  • From: Jens Axel Søgaard
• Re: Phasors, complex, polar in maxima
  • From: djlogan2
• Re: Phasors, complex, polar in maxima
  • From: Martin Fuchs
• Re: Phasors, complex, polar in maxima
  • From: djlogan2
• Re: Phasors, complex, polar in maxima
  • From: Martin Fuchs
• Re: Phasors, complex, polar in maxima
  • From: djlogan2
• Re: Phasors, complex, polar in maxima
  • From: Martin Fuchs
• Re: Phasors, complex, polar in maxima
  • From: Martin Fuchs
• Re: Integral dt exp(-a t^2) / (b^2 - t^2)^(2/3)
  • From: Alec Mihailovs
• Re: Integral dt exp(-a t^2) / (b^2 - t^2)^(2/3)
  • From: Alec Mihailovs
• Re: Integral dt exp(-a t^2) / (b^2 - t^2)^(2/3)
  • From: Alec Mihailovs
• Re: Phasors, complex, polar in maxima
  • From: djlogan2
• Re: Phasors, complex, polar in maxima
  • From: Martin Fuchs
• Phasors, complex, polar in maxima
  • From: djlogan2
• Re: Computer Algebra in PLT Scheme
  • From: Zhu Chongkai
• Computer Algebra in PLT Scheme
  • From: Jens Axel Søgaard
• Maple 9.52, OS X 10.3.9 fix
  • From: Shug Boabby
• Re: Mupad: Extracting coefficients from expression
  • From: Stefan Wehmeier
• Mupad: Extracting coefficients from expression
  • From: Zdenek Hurak
• Re: Coefficient matrix from linear equations in Mupad
  • From: Stefan Wehmeier
• Coefficient matrix from linear equations in Mupad
  • From: Zdenek Hurak
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: bernard parisse
• Re: Computer Algebra Algorithms lisp vs. C. BENCHMARKS?
  • From: bernard parisse
• Re: Symbolic inverse of a 12x12 matrix
  • From: Madhusudan Singh
• Re: A limit and a simplification (Maple 9.5.2 regression bug)
  • From: Daniel Lichtblau
• Re: Symbolic inverse of a 12x12 matrix
  • From: Bob Lewis and Susan Lewis
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: avidad
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Jon Harrop
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Richard Fateman
• Re: Computer Algebra Algorithms lisp vs. C. BENCHMARKS?
  • From: Richard Fateman
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: bernard parisse
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Jon Harrop
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Jon Harrop
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: bernard parisse
• Re: Computer Algebra Algorithms lisp vs. C. BENCHMARKS?
  • From: bernard parisse
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Jerzy Karczmarczuk
• Re: Computer Algebra Algorithms lisp vs. C. BENCHMARKS?
  • From: Jon Harrop
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Jon Harrop
• Re: Computer Algebra Algorithms lisp vs. C. BENCHMARKS?
  • From: Richard Fateman
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: bernard parisse
• Re: greater_than in maple9.5 not expected meaning?
  • From: Thomas Richard
• Re: greater_than in maple9.5 not expected meaning?
  • From: Gaspard Lequeux
• Re: Maple bugs: Thomas Richard: Hurrah, Maple quality improves! - Example 6
  • From: J.Barsuhn
• Re: greater_than in maple9.5 not expected meaning?
  • From: Alec Mihailovs
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Jon Harrop
• greater_than in maple9.5 not expected meaning?
  • From: Gaspard Lequeux
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: bernard parisse
• Re: Symbolic inverse of a 12x12 matrix
  • From: carlos
• Re: Symbolic inverse of a 12x12 matrix
  • From: spasmous
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Jon Harrop
• Re: TI-89 error
  • From: djlogan2
• Re: TI-89 error
  • From: Bhuvanesh
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: bernard parisse
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: bernard parisse
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: daly
• Re: Symbolic inverse of a 12x12 matrix
  • From: Madhusudan Singh
• Re: Symbolic inverse of a 12x12 matrix
  • From: spasmous
• Re: Symbolic inverse of a 12x12 matrix
  • From: spasmous
• Re: Reducing memory footprint in use of FullSimplify ?
  • From: Madhusudan Singh
• Re: TI-89 error
  • From: djlogan2
• TI-89 error
  • From: djlogan2
• Re: Reducing memory footprint in use of FullSimplify ?
  • From: Richard Fateman
• Re: Symbol for Covariance
  • From: NRG9
• Reducing memory footprint in use of FullSimplify ?
  • From: Madhusudan Singh
• Re: Symbol for Covariance
  • From: Madhusudan Singh
• Symbol for Covariance
  • From: NRG9
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: JohnCreighton_
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Richard Fateman
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Martin Rubey
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Jon Harrop
• EXtension field (Galois) with NTL
  • From: Claudio
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Jon Harrop
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: JohnCreighton_
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Bernard Parisse
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Jon Harrop
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Jon Harrop
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Bernard Parisse
• Re: Symbolic inverse of a 12x12 matrix
  • From: Dave Rusin
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Bernard Parisse
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Bernard Parisse
• Re: Symbolic inverse of a 12x12 matrix
  • From: carlos
• Re: mathematics
  • From: Robert Israel
• mathematics
  • From: srinivasashwin@xxxxxxxxx
• Re: Symbolic inverse of a 12x12 matrix
  • From: Jimbo
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Jon Harrop
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Jon Harrop
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: parisse
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: parisse
• Re: Integral dt exp(-a t^2) / (b^2 - t^2)^(2/3)
  • From: Alec Mihailovs
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Jon Harrop
• Re: Symbolic inverse of a 12x12 matrix
  • From: Leo Harten
• Re: Symbolic inverse of a 12x12 matrix
  • From: Leo Harten
• Re: Symbolic inverse of a 12x12 matrix
  • From: carlos
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Richard J. Fateman
• Re: Symbolic inverse of a 12x12 matrix
  • From: Peter Spellucci
• Re: Symbolic inverse of a 12x12 matrix
  • From: carlos
• Re: CAS, Lambda Calculus, Continuation and Functional Programming
  • From: Alec Mihailovs
• Re: Symbolic inverse of a 12x12 matrix
  • From: carlos
• Smith Chart - Macsyma or Maxima?
  • From: james_pannozzi
• Re: Symbolic inverse of a 12x12 matrix (Interesting developments)
  • From: Madhusudan Singh
• Re: Integral dt exp(-a t^2) / (b^2 - t^2)^(2/3)
  • From: Alec Mihailovs
• Re: Symbolic inverse of a 12x12 matrix
  • From: Albert Reiner
• Re: Symbolic inverse of a 12x12 matrix
  • From: Madhusudan Singh
• Re: Symbolic inverse of a 12x12 matrix
  • From: Richard Fateman
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: parisse
• Re: CAS, Lambda Calculus, Continuation and Functional Programming
  • From: Darius
• Re: Maple bugs: Backward compatibility - 2
  • From: Vladimir Bondarenko
• Re: Symbolic inverse of a 12x12 matrix
  • From: Albert Reiner
• Re: Symbolic inverse of a 12x12 matrix
  • From: Jimbo
• Re: Maple bugs: Backward compatibility - 2
  • From: Maurice Caret
• Re: CAS, Lambda Calculus, Continuation and Functional Programming
  • From: Jon Harrop
• Re: Symbolic inverse of a 12x12 matrix
  • From: Albert Reiner
• Re: Integral dt exp(-a t^2) / (b^2 - t^2)^(2/3)
  • From: G. A. Edgar
• Re: Symbolic inverse of a 12x12 matrix
  • From: John Lansberry
• Re: Symbolic inverse of a 12x12 matrix (Interesting developments)
  • From: Marcus Stollsteimer
• Re: CAS, Lambda Calculus, Continuation and Functional Programming
  • From: Joachim Durchholz
• Re: CAS, Lambda Calculus, Continuation and Functional Programming
  • From: Tony Finch
• Re: Symbolic inverse of a 12x12 matrix
  • From: Jeremy Watts
• Re: Integral dt exp(-a t^2) / (b^2 - t^2)^(2/3)
  • From: Pedro Tamirez
• Re: CAS, Lambda Calculus, Continuation and Functional Programming
  • From: Jerzy Karczmarczuk
• Re: Symbolic inverse of a 12x12 matrix
  • From: Madhusudan Singh
• Re: Symbolic inverse of a 12x12 matrix (Interesting developments)
  • From: Madhusudan Singh
• Re: Symbolic inverse of a 12x12 matrix
  • From: Daniel Lichtblau
• Re: Symbolic inverse of a 12x12 matrix
  • From: Jon Harrop
• Re: Mathematica Vs. Matlab
  • From: Jon Harrop
• Re: Symbolic inverse of a 12x12 matrix
  • From: Julian V. Noble
• Re: Assigning FindRoot output (Mathematica question)
  • From: Jon Harrop
• Re: Integral dt exp(-a t^2) / (b^2 - t^2)^(2/3)
  • From: Alec Mihailovs
• Re: Symbolic inverse of a 12x12 matrix
  • From: Alec Mihailovs
• Re: Integral dt exp(-a t^2) / (b^2 - t^2)^(2/3)
  • From: Alec Mihailovs
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Jon Harrop
• Re: Integral dt exp(-a t^2) / (b^2 - t^2)^(2/3)
  • From: Alec Mihailovs
• Re: Symbolic inverse of a 12x12 matrix
  • From: Gordon Sande
• Re: MuPAD - javaview
  • From: LinkinPark
• Re: Integral dt exp(-a t^2) / (b^2 - t^2)^(2/3)
  • From: Daniel Lichtblau
• Integral dt exp(-a t^2) / (b^2 - t^2)^(2/3)
  • From: Pedro Tamirez
• Can anyone please help with this mathematica code
  • From: Tony King
• Re: Why don't Wolfram build Mathematica 64-bit on SPARC?
  • From: Dave
• Re: mathematica too CLEVER in Bessel function integration?
  • From: Paul Abbott
• Re: Quick reference
  • From: Vladimir Bondarenko
• Re: [Maxima] Quick reference
  • From: Martin Fuchs
• Re: Why don't Wolfram build Mathematica 64-bit on SPARC?
  • From: schoeller_porter
• Why don't Wolfram build Mathematica 64-bit on SPARC?
  • From: Dave
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Bernard Parisse
• Re: Computer Algebra Algorithms
  • From: Bernard Parisse
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Raymond Toy
• Complex Function Graphics for Mathematica
  • From: David Park
• Re: Any views about an *unmoderated* Mathematica newsgroup?
  • From: Alan
• mathematica too CLEVER in Bessel function integration?
  • From: Richard J. Fateman
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: JohnCreighton_
• Re: Computer Algebra Algorithms
  • From: JohnCreighton_
• Re: Any views about an *unmoderated* Mathematica newsgroup?
  • From: Dave Rusin
• Re: Any views about an *unmoderated* Mathematica newsgroup?
  • From: Richard J. Fateman
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Richard Fateman
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Richard Fateman
• Re: Computer Algebra Algorithms lisp vs. C.
  • From: Bernard Parisse
• Re: Computer Algebra Algorithms
  • From: Bernard Parisse
• Re: Computer Algebra Algorithms
  • From: JohnCreighton_
• Re: Animation of rotating axes
  • From: Christopher Creutzig
• Animation of rotating axes
  • From: Brad Cooper
• Graph isomorphism with edge weights in mathematica
  • From: Kris Kennaway
• Re: Any views about an *unmoderated* Mathematica newsgroup?
  • From: Alan
• Re: which software allows this: defining functions by cases
  • From: Marcus Stollsteimer
• Re: which software allows this: defining functions by cases
  • From: devore
• Re: Any views about an *unmoderated* Mathematica newsgroup?
  • From: Marcus Stollsteimer
• Re: Any views about an *unmoderated* Mathematica newsgroup?
  • From: Albert Reiner
• which software allows this: defining functions by cases
  • From: Mayer
• Re: Any views about an *unmoderated* Mathematica newsgroup?
  • From: Dave
• Re: Any views about an *unmoderated* Mathematica newsgroup?
  • From: Dave
• Re: Any views about an *unmoderated* Mathematica newsgroup?
  • From: Albert Reiner
• MuPAD - javaview
  • From: Timo Predoehl
• Re: Any views about an *unmoderated* Mathematica newsgroup?
  • From: David Park
• Any views about an *unmoderated* Mathematica newsgroup?
  • From: Dave
• Re: ¬ What does this symbol mean and how is it used?
  • From: sigoldberg1
• Re: new algorithmic definition of prime number
  • From: Chambers
• Re: new algorithmic definition of prime number
  • From: Roman Pearce
• new algorithmic definition of prime number
  • From: Chambers
• Re: Pearl Game
  • From: Richard Fateman
• Re: Pearl Game
  • From: Leo Harten
• Pearl Game
  • From: Sammer
• Re: ¬ What does this symbol mean and how is it used?
  • From: teh foo

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