Messages are listed by thread. The last update was on 19:24 GMT Mon Feb 17. There are 29 messages.
[Date Index] [Other Lists] [Home]

• Continuous fractions Joël Bleuse
  • Re: Continuous fractions Denis Simon
  • Re: Continuous fractions Bill Allombert
    • Re: Continuous fractions Karim Belabas
• List size ? Bernard Fischel
  • Re: List size ? Pierre Charollois
    • Re: List size ? Bernadette Perrin Riou
    • Re: List size ? Bernard Fischel
• Re: Is it possible to have several solutions in this way to this equation using Pari/ɢᴘ ? Laël Cellier
• How to find a solution to this equation so the result is a perfect square ? Laël Cellier
  • Re: How to find a solution to this equation so the result is a perfect square ? Denis Simon
  • Re: How to find a solution to this equation so the result is a perfect square ? Laël Cellier
    • Re: How to find a solution to this equation so the result is a perfect square ? Kurt Foster
    • Re: How to find a solution to this equation so the result is a perfect square ? Bill Allombert
  • Re: How to find a solution to this equation so the result is a perfect square ? Laël Cellier
    • Re: How to find a solution to this equation so the result is a perfect square ? Denis Simon
    • Re: How to find a solution to this equation so the result is a postive perfect square ? Laël Cellier
      • Re: How to find a solution to this equation so the result is a postive perfect square ? Denis Simon
      • Re: How to find a solution to this equation so the result is a postive perfect square ? Laël Cellier
      • Re: How to find a solution to this equation so the result is a postive perfect square ? Kurt Foster
      • Re: How to find a solution to this equation so the result is a postive perfect square ? Laël Cellier
      • Re: How to find a solution to this equation so the result is a postive perfect square ? Laël Cellier
      • Re: How to find a solution to this equation so the result is a postive perfect square ? Kurt Foster
• t_PADIC to t_INTMOD and use of chinese() Max Alekseyev
  • Re: t_PADIC to t_INTMOD and use of chinese() Karim Belabas
    • Re: t_PADIC to t_INTMOD and use of chinese() Max Alekseyev
      • Re: t_PADIC to t_INTMOD and use of chinese() Karim Belabas
      • Re: t_PADIC to t_INTMOD and use of chinese() Max Alekseyev
    • Re: t_PADIC to t_INTMOD and use of chinese() Karim Belabas