sci.math.symbolic

• Thread Index

• Re: MACSYMA and AXIOM - the same failure pattern
  • From: rjf
• Re: MACSYMA and AXIOM - the same failure pattern
  • From: daly
• Re: A closed form challenge!
  • From: Jean-Marc Gulliet
• Re: MACSYMA and AXIOM - the same failure pattern
  • From: themos
• Re: MACSYMA and AXIOM - the same failure pattern
  • From: Thomas Richard
• Re: A closed form challenge!
  • From: Paul Abbott
• Re: A closed form challenge!
  • From: Jos Vermaseren
• Re: MACSYMA and AXIOM - the same failure pattern
  • From: Richard J. Fateman
• Re: maxima prob
  • From: zeitgeist
• Re: MACSYMA and AXIOM - the same failure pattern
  • From: themos
• Re: Maple vs Mathematica
  • From: Paul Abbott
• Re: A closed form challenge!
  • From: Paul Abbott
• Re: A closed form challenge!
  • From: raymond manzoni
• Re: A closed form challenge!
  • From: TP2006
• Re: A closed form challenge!
  • From: sonnenrain17
• Re: Maple vs Mathematica
  • From: Nasser Abbasi
• Re: A graph theory terminology challenge
  • From: TP2006
• Re: A graph theory terminology challenge
  • From: TP2006
• A graph theory terminology challenge
  • From: TP2006
• Re: A closed form challenge!
  • From: TP2006
• Re: A closed form challenge!
  • From: Jean-Marc Gulliet
• A closed form challenge!
  • From: TP2006
• Re: avoid numerical overflow in maple
  • From: GLaight
• Re: avoid numerical overflow in maple
  • From: Axel Vogt
• avoid numerical overflow in maple
  • From: Gunnar G
• Maxima Mastermind Solver
  • From: GLaight
• Re: MACSYMA and AXIOM - the same failure pattern
  • From: Martin Rubey
• Re: why VB integration challenges are silly.
  • From: jacob navia
• Re: Definite integral problem
  • From: PhysicsNerd
• Re: MACSYMA and AXIOM - the same failure pattern
  • From: Martin Rubey
• Re: MACSYMA and AXIOM - the same failure pattern
  • From: daly
• Re: Definite integral problem
  • From: D Herring
• Re: Trig expression
  • From: G. A. Edgar
• Re: why VB integration challenges are silly.
  • From: Vladimir Bondarenko
• Re: Trig expression
  • From: Richard J. Fateman
• Trig expression
  • From: carlos
• why VB integration challenges are silly.
  • From: rjf
• Re: An exact 1-D integration challenge - 29 - we mean, a challenge for _Maple_
  • From: Jeremy Boden
• Definite integral problem
  • From: PhysicsNerd
• Re: An eerie defect in Mathematica Limit
  • From: rjf
• Re: An exact 1-D integration challenge - 28 - we mean, a challenge for _Maple_
  • From: Peter Pein
• Re: An exact 1-D integration challenge - 28 - we mean, a challenge for _Maple_
  • From: bernard massé
• Re: An exact 1-D integration challenge - 28 - we mean, a challenge for _Maple_
  • From: Nacho
• Re: A Maple bug task for Maple experts and amateurs - 1
  • From: Jeremy Boden
• Re: "What might be so fundamentally wrong at Maplesoft?"
  • From: Herman Rubin
• Re: limit challenge, simple
  • From: Robert Israel
• Re: "What might be so fundamentally wrong at Maplesoft?"
  • From: Jeremy Boden
• Re: limit challenge, simple
  • From: Christopher Creutzig
• limit challenge, simple
  • From: rjf
• Linbox, simple code to solve Ax = b won't compile?
  • From: Susan Margulies
• Re: logic challenge for Mathematica (and others?)
  • From: Ronald Bruck
• Re: logic challenge for Mathematica (and others?)
  • From: rjf
• Re: logic challenge for Mathematica (and others?)
  • From: Peter Pein
• Re: logic challenge for Mathematica (and others?)
  • From: rjf
• Re: logic challenge for Mathematica (and others?)
  • From: Jean-Marc Gulliet
• Re: logic challenge for Mathematica (and others?)
  • From: G. A. Edgar
• Re: logic challenge for Mathematica (and others?)
  • From: Jean-Marc Gulliet
• logic challenge for Mathematica (and others?)
  • From: rjf
• Re: Lagrange Multiplier Problem, three variables
  • From: Peter Pein
• Re: Lagrange Multiplier Problem, three variables
  • From: Robert Israel
• Re: Lagrange Multiplier Problem, three variables
  • From: Dave Rusin
• An exact 2-D integration challenge
  • From: Simon Tyler
• Re: Differential equation for song selection, is it solvable?
  • From: Maarten van Reeuwijk
• Re: An exact 1-D integration challenge - 24
  • From: Peter Pein
• Need Help
  • From: alamshawn
• Re: An exact 1-D integration challenge - 23
  • From: G. A. Edgar
• Differential equation for song selection, is it solvable?
  • From: johan . walles
• Re: Lagrange Multiplier Problem, three variables
  • From: Jean-Marc Gulliet
• Re: Lagrange Multiplier Problem, three variables
  • From: Peter Pein
• Re: Maple 'Collect' equivalent in Mathematica
  • From: rjf
• Re: Lagrange Multiplier Problem, three variables
  • From: JTolman
• Re: Lagrange Multiplier Problem, three variables
  • From: Jean-Marc Gulliet
• Lagrange Multiplier Problem, three variables
  • From: JTolman
• Re: What wrong in this Mathematica function definition?
  • From: Jean-Marc Gulliet
• Re: Maple vs Mathematica
  • From: Joe Riel
• What wrong in this Mathematica function definition?
  • From: janzon
• Re: Maple vs Mathematica
  • From: janzon
• Re: Maple 'Collect' equivalent in Mathematica
  • From: Jean-Marc Gulliet
• Re: Maple 'Collect' equivalent in Mathematica
  • From: A N Niel
• Maple 'Collect' equivalent in Mathematica
  • From: Prash
• Non-Abelian Vector multiplication "pseudo-powers".
  • From: Roger Beresford
• Re: Maple vs Mathematica
  • From: Axel Vogt
• Re: Maple vs Mathematica
  • From: Roman Pearce
• Re: Sqrt discrepancy, Mathematica
  • From: Roger Beresford
• Re: Maple vs Mathematica
  • From: Vladimir Bondarenko
• Re: Maple vs Mathematica
  • From: Ronald Bruck
• Re: Maple vs Mathematica
  • From: Pubkeybreaker
• i=infinity;0= i*sin k*pi, 1=cos k*pi, k=m/n, n=4,m=0-00; c*G=20=const, 1/sgrt2>G>0.5, 6<N = NA ^2surf/NAvol<7 ; h/N =11=const, e+i*pi; D universe =f(h)*1/ (a))^4, T=f( m, S, D)
  • From: ivars . fabriciuss
• Maple vs Mathematica
  • From: TCL
• Re: Sqrt discrepancy, Mathematica
  • From: Dave Rusin
• Re: Sqrt discrepancy, Mathematica
  • From: Peter Pein
• Re: Sqrt discrepancy, Mathematica
  • From: Roger Beresford
• Re: Sqrt discrepancy, Mathematica
  • From: Dana
• Re: Sqrt discrepancy, Mathematica
  • From: Roger Beresford
• Re: Sqrt discrepancy, Mathematica
  • From: Jean-Marc Gulliet
• Re: Sqrt discrepancy, Mathematica
  • From: Richard J. Fateman
• Sqrt discrepancy, Mathematica
  • From: Roger Beresford
• Re: Symbolic Residues from a trancendental equation
  • From: Robert Israel
• Re: July articles on scientificcomputing.blogspot.com
  • From: Juergen Barsuhn
• Symbolic Residues from a trancendental equation
  • From: J-F
• July articles on scientificcomputing.blogspot.com
  • From: Scientific Computing
• Re: MuPAD News
  • From: jsavard
• Re: linalg[leastsqrs] in Maple V R4--success!!!
  • From: lcw1964
• Re: Disadvantage of Newton Method in Approximate Solution
  • From: Elias P. TSIGARIDAS
• Re: linalg[leastsqrs] in Maple V R4--success!!!
  • From: lcw1964
• Re: MuPAD News
  • From: Craig Carey
• Re: linalg[leastsqrs] in Maple V R4
  • From: Julian V. Noble
• Re: linalg[leastsqrs] in Maple V R4
  • From: Julian V. Noble
• Re: linalg[leastsqrs] in Maple V R4
  • From: lcw1964
• Re: linalg[leastsqrs] in Maple V R4
  • From: lcw1964
• Re: linalg[leastsqrs] in Maple V R4
  • From: Robert Israel
• Solving DAEs using BESIRK
  • From: dean . hovard
• Re: linalg[leastsqrs] in Maple V R4
  • From: lcw1964
• Re: linalg[leastsqrs] in Maple V R4
  • From: lcw1964
• Re: linalg[leastsqrs] in Maple V R4
  • From: lcw1964
• Re: linalg[leastsqrs] in Maple V R4
  • From: lcw1964
• Re: Disadvantage of Newton Method in Approximate Solution
  • From: Julian V. Noble
• Re: linalg[leastsqrs] in Maple V R4
  • From: Robert Israel
• Re: MuPAD News
  • From: Christopher Creutzig
• Re: MuPAD News
  • From: Christopher Creutzig
• linalg[leastsqrs] in Maple V R4
  • From: lcw1964
• Re: Maplesoft: Vaska the cat syndrome
  • From: Christopher Creutzig
• Disadvantage of Newton Method in Approximate Solution
  • From: LaMoRt
• Re: MuPAD News
  • From: Craig Carey
• Re: Calculating the conductor of an elliptic curve using Maple
  • From: Robert H. Lewis
• Re: MuPAD News
  • From: Craig Carey
• Re: Maplesoft: Vaska the cat syndrome
  • From: Craig Carey
• Re: Maplesoft: Vaska the cat syndrome
  • From: Craig Carey
• Re: Maplesoft: Vaska the cat syndrome
  • From: Christopher Creutzig
• Re: Maplesoft: Vaska the cat syndrome
  • From: Vladimir Bondarenko
• Re: Maplesoft: Vaska the cat syndrome
  • From: Craig Carey
• Re: Maplesoft: Vaska the cat syndrome
  • From: Craig Carey
• Re: MuPAD News
  • From: Vladimir Bondarenko
• Re: MuPAD News
  • From: Christopher Creutzig
• Re: Newbie: Maxima output in C style?
  • From: Robert Dodier
• Re: Newbie: Maxima output in C style?
  • From: Herman Rubin
• Newbie: Maxima output in C style?
  • From: Peter Pfannenschmid
• Re: Stephen Wolfram
  • From: Valeri Astanoff
• Re: literate AXIOM
  • From: Bill Page
• Re: literate AXIOM
  • From: daly
• Re: Stephen Wolfram
  • From: Peter Luschny
• Re: Stephen Wolfram
  • From: Richard Fateman
• Re: literate AXIOM
  • From: Rouben Rostamian
• literate AXIOM
  • From: Allan Adler
• Re: maximum
  • From: Robert Israel
• Re: Algorithm for denesting nested radicals
  • From: Paul Abbott
• Re: maximum
  • From: Paul Abbott
• Re: maximum
  • From: Robert Israel
• Re: Algorithm for denesting nested radicals
  • From: rjf
• Re: maximum
  • From: Valeri Astanoff
• Re: Initial Mathcad questions
  • From: MathCalc
• Initial Mathcad questions
  • From: Zerex71
• An Interesting Subject 2
  • From: theo3
• Re: maximum
  • From: Domi
• Re: maximum
  • From: Valeri Astanoff
• Re: Crosses etc as Plot Labels
  • From: Jean-Marc Gulliet
• maximum
  • From: d . a . vandera
• Crosses etc as Plot Labels
  • From: Robert C. Helling
• Re: Algorithm for denesting nested radicals
  • From: xyz91234
• Re: Algorithm for denesting nested radicals
  • From: rjf
• Re: MuPAD News
  • From: Craig Carey
• Re: MuPAD News
  • From: Craig Carey
• Re: open-source CAS for Pocket PC 2002 / 2003
  • From: Dave (from the UK)
• Re: Algorithm for denesting nested radicals
  • From: Vladimir Bondarenko
• Algorithm for denesting nested radicals
  • From: xyz91234
• Re: open-source CAS for Pocket PC 2002 / 2003
  • From: Bernard Parisse
• Re: open-source CAS for Pocket PC 2002 / 2003
  • From: Dave (from the UK)
• Re: open-source CAS for Pocket PC 2002 / 2003
  • From: Bernard Parisse
• Re: MuPAD News
  • From: Christopher Creutzig
• Re: How does Dr. David Kirkby, aka Dave (from the UK), Electronic consultant based in the UK, http://www.drkirkby.co.uk/ understand 'quality' notion?
  • From: Dave (from the UK)
• Re: MuPAD News
  • From: Vladimir Bondarenko
• open-source CAS for Pocket PC 2002 / 2003
  • From: Dave (from the UK)
• Re: MuPAD News
  • From: Craig Carey
• Re: Vladimir Bondarenko and Maplesoft
  • From: Dave (from the UK)
• Re: Vladimir Bondarenko and Maplesoft
  • From: Vladimir Bondarenko
• Re: Vladimir Bondarenko and Maplesoft
  • From: Dave (from the UK)
• Re: Vladimir Bondarenko and Maplesoft
  • From: Vladimir Bondarenko
• Re: Vladimir Bondarenko and Maplesoft
  • From: Vladimir Bondarenko
• Re: Vladimir Bondarenko and Maplesoft
  • From: MathCalc
• Re: Vladimir Bondarenko and Maplesoft
  • From: MathCalc
• Vladimir Bondarenko and Maplesoft
  • From: Dave (from the UK)
• Re: 1^infinity ?
  • From: Pubkeybreaker
• Re: 1^infinity ?
  • From: A N Niel
• Re: How does a CAS simplify complicated expressions?
  • From: Peter Luschny
• Re: How does a CAS simplify complicated expressions?
  • From: Vladimir Bondarenko
• Re: maxima again...
  • From: Christopher Creutzig
• Re: MuPAD News
  • From: Richard Kanarek
• Re: maxima again...
  • From: rjf
• Re: MuPAD News
  • From: Craig Carey
• Re: why are the polynomials in this series all solvable by radicals?
  • From: Lee Davidson
• Re: How does a CAS simplify complicated expressions?
  • From: Vladimir Bondarenko
• Re: How does a CAS simplify complicated expressions?
  • From: Koch-Beuttenmueller
• Re: why are the polynomials in this series all solvable by radicals?
  • From: Paul Abbott

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