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• What’s the equivalent of Mathematica’s Function in Pari/Gp Laël Cellier
  • Re: What’s the equivalent of Mathematica’s Function in Pari/Gp Bill Allombert
    • Re: What’s the equivalent of Mathematica’s Solve[] Function in Pari/Gp ? Laël Cellier
      • Re: What’s the equivalent of Mathematica’s Solve[] Function in Pari/Gp ? Karim Belabas
      • Re: What’s the equivalent of Mathematica’s Solve[] Function in Pari/Gp ? Laël Cellier
      • Re: What’s the equivalent of Mathematica’s Solve[] Function in Pari/Gp ? Bill Allombert
      • Re: What’s the equivalent of Mathematica’s Solve[] Function in Pari/Gp ? Laël Cellier
      • Re: What’s the equivalent of Mathematica’s Solve[] Function in Pari/Gp ? Bill Allombert
      • Re: What’s the equivalent of Mathematica’s Solve[] Function in Pari/Gp ? Thomas D. Dean
      • Re: What’s the equivalent of Mathematica’s Solve[] Function in Pari/Gp ? hermann
  • Re: What’s the equivalent of Mathematica’s Function in Pari/Gp hermann
• Re: What’s the equivalent of Mathematica’s Function in Pari/Gp hermann
  • Re: What’s the equivalent of Mathematica’s Function in Pari/Gp Laël Cellier
    • Re: What’s the equivalent of Mathematica’s Function in Pari/Gp hermann
• deciding whether two padic extensions are isomorphic Fernando Gouvea
  • Re: deciding whether two padic extensions are isomorphic Bill Allombert
    • Re: deciding whether two padic extensions are isomorphic John Cremona
      • Re: deciding whether two padic extensions are isomorphic Bill Allombert
      • Re: deciding whether two padic extensions are isomorphic Fernando Gouvea
    • Re: deciding whether two padic extensions are isomorphic Fernando Gouvea
      • Re: deciding whether two padic extensions are isomorphic John Cremona
      • Re: deciding whether two padic extensions are isomorphic Fernando Gouvea
      • Re: deciding whether two padic extensions are isomorphic John Cremona
      • Re: deciding whether two padic extensions are isomorphic Bill Allombert
• script for linear recurrences with polynomial coefficients Bill Allombert
• shared variables in parfor() Max Alekseyev
  • Re: shared variables in parfor() Bill Allombert
  • Re: shared variables in parfor() Ruud H.G. van Tol
    • Re: shared variables in parfor() Max Alekseyev
      • Re: shared variables in parfor() Bill Allombert
• Some questions on how to improve Berlekamp‑Rabin algorithm’s implementation Laël Cellier
  • Re: Some questions on how to improve Berlekamp‑Rabin algorithm’s implementation Denis Simon
  • Re: Some questions on how to improve Berlekamp‑Rabin algorithm’s implementation Bill Allombert
    • Re: Some questions on how to improve Berlekamp‑Rabin algorithm’s implementation Laël Cellier
      • Re: Some questions on how to improve Berlekamp‑Rabin algorithm’s implementation Bill Allombert
      • Re: Some questions on how to improve Berlekamp‑Rabin algorithm’s implementation Laël Cellier
      • Re: Some questions on how to improve Berlekamp‑Rabin algorithm’s implementation Bill Allombert
  • <Possible follow-ups>
  • Some questions on how to improve Berlekamp‑Rabin algorithm’s implementation Laël Cellier
• Is it possible to have several solutions in this way to this equation using Pari/ɢᴘ ? Laël Cellier
  • Re: Is it possible to have several solutions in this way to this equation using Pari/ɢᴘ ? Bill Allombert
    • Re: Is it possible to have several solutions in this way to this equation using Pari/ɢᴘ ? Laël Cellier
      • Re: Is it possible to have several solutions in this way to this equation using Pari/ɢᴘ ? Max Alekseyev
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      • Re: Is it possible to have several solutions in this way to this equation using Pari/ɢᴘ ? Laël Cellier
    • Message not available
      • Message not available
      • Re: Is it possible to have several solutions in this way to this equation using Pari/ɢᴘ ? Laël Cellier
      • Re: Is it possible to have several solutions in this way to this equation using Pari/ɢᴘ ? Bill Allombert
      • Re: Is it possible to have several solutions in this way to this equation using Pari/ɢᴘ ? Laël Cellier
      • Re: Is it possible to have several solutions in this way to this equation using Pari/ɢᴘ ? Bill Allombert
      • Re: Is it possible to have several solutions in this way to this equation using Pari/ɢᴘ ? lael . cellier
      • Re: Is it possible to have several solutions in this way to this equation using Pari/ɢᴘ ? Bill Allombert
• Comments in GP script Beckert
  • Re: Comments in GP script Bill Allombert