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• Maximum of a rational function of many variables in the unit cube Jacques Gélinas
  • Re: Maximum of a rational function of many variables in the unit cube Denis Simon
  • Re: Maximum of a rational function of many variables in the unit cube Bill Allombert
    • RE: Maximum of a rational function of many variables in the unit cube Jacques Gélinas
• Counting real roots of integer polynomials Gordon Royle
  • Re: Counting real roots of integer polynomials Dirk Laurie
    • Re: Counting real roots of integer polynomials Bill Allombert
      • Re: Counting real roots of integer polynomials Gordon Royle
      • Re: Counting real roots of integer polynomials Karim Belabas
      • RE: Counting real roots of integer polynomials Jacques Gélinas
      • Re: Counting real roots of integer polynomials Bill Allombert
• Elliptic Integrals? Eduardo Morras
  • Re: Elliptic Integrals? Bill Allombert
    • Re: Elliptic Integrals? Eduardo Morras
    • Re: Elliptic Integrals? Bill Allombert
      • Re: Elliptic Integrals? Dirk Laurie
      • Re: Elliptic Integrals? Eduardo Morras
• adding orders? J E Cremona
  • Re: adding orders? Bill Allombert
    • Re: adding orders? Karim Belabas
      • Re: adding orders? Aurel Page
      • Re: adding orders? Karim Belabas
      • Re: adding orders? Denis Simon
      • Re: adding orders? John Cremona
      • Re: adding orders? Denis Simon
      • Re: adding orders? Claus Fieker
      • Re: adding orders? John Cremona
• Counting signs in a polynomial of many variables Jacques Gélinas
  • RE: Counting signs in a polynomial of many variables Jacques Gélinas
    • Re: Counting signs in a polynomial of many variables Bill Allombert
• Rational functions equal almost everywhere, but not for "subst" Jacques Gélinas
  • Re: Rational functions equal almost everywhere, but not for "subst" Karim Belabas
    • RE: Rational functions equal almost everywhere, but not for "subst" Jacques Gélinas
      • Re: Rational functions equal almost everywhere, but not for "subst" Bill Allombert