February 2017 Archives by thread

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Starting: Wed Feb 1 05:57:27 CET 2017
Ending: Sun Feb 26 23:05:44 CET 2017
Messages: 74

• [seqfan] Giving a mathematical definition to A280001   Natan Consigli
  • [seqfan] Re: Giving a mathematical definition to A280001   Natan Consigli
    • [seqfan] Re: Giving a mathematical definition to A280001   Charles Greathouse
      • [seqfan] Re: Giving a mathematical definition to A280001   Natan Consigli
      • [seqfan] Re: Giving a mathematical definition to A280001   Neil Sloane
      • [seqfan] Re: Giving a mathematical definition to A280001   Natan Consigli
• [seqfan] a new sequence?   David Newman
  • [seqfan] Re: a new sequence?   Heinz, Alois
• [seqfan] a+b+c, a+b-c , a-b+c and -a+b+c all prime   Zak Seidov
  • [seqfan] Re: a+b+c, a+b-c , a-b+c and -a+b+c all prime   israel at math.ubc.ca
    • [seqfan] Re: a+b+c, a+b-c , a-b+c and -a+b+c all prime   Zak Seidov
      • [seqfan] Re: a+b+c, a+b-c , a-b+c and -a+b+c all prime   Zak Seidov
• [seqfan] Re: A090466   Chris Thompson
• [seqfan] n X n binary array quasi-packing problem   Ron Hardin
  • [seqfan] Re: n X n binary array quasi-packing problem   Richard J. Mathar
    • [seqfan] Re: n X n binary array quasi-packing problem   Rob Pratt
  • [seqfan] Re: n X n binary array quasi-packing problem   Richard J. Mathar
    • [seqfan] Re: n X n binary array quasi-packing problem   Ron Hardin
      • [seqfan] Re: n X n binary array quasi-packing problem   Rob Pratt
      • [seqfan] Re: n X n binary array quasi-packing problem   Ron Hardin
      • [seqfan] Re: n X n binary array quasi-packing problem   Rob Pratt
      • [seqfan] Re: n X n binary array quasi-packing problem   Ron Hardin
      • [seqfan] Re: n X n binary array quasi-packing problem   Rob Pratt
      • [seqfan] Re: n X n binary array quasi-packing problem   Rob Pratt
      • [seqfan] Re: n X n binary array quasi-packing problem   Ron Hardin
• [seqfan] Re: Project: sequences obtained from Gaussian Integers via Penney's binary method of encoding?   Андрей Заболотский
• [seqfan] When are stereoisomers counted in A000628?   Natan Consigli
  • [seqfan] Re: When are stereoisomers counted in A000628?   Richard J. Mathar
    • [seqfan] Re: When are stereoisomers counted in A000628?   bradklee at gmail.com
      • [seqfan] Re: When are stereoisomers counted in A000628?   Natan Consigli
    • [seqfan] Re: When are stereoisomers counted in A000628?   Natan Consigli
• [seqfan] A112775: consecutive terms with common gap 1.   Zak Seidov
  • [seqfan] Re: A112775: consecutive terms with common gap 1.   Charles Greathouse
    • [seqfan] Re: A112775: consecutive terms with common gap 1.   Zak Seidov
  • [seqfan] Re: A112775: consecutive terms with common gap 1.   Hans Havermann
    • [seqfan] Re: A112775: consecutive terms with common gap 1.   Zak Seidov
• [seqfan] Benford's law and the OEIS   Neil Sloane
  • [seqfan] Re: Benford's law and the OEIS   Neil Sloane
• [seqfan] A sequence from Johannes Kepler's "Harmonices Mundi"   Peter Luschny
  • [seqfan] Re: A sequence from Johannes Kepler's "Harmonices Mundi"   Antti Karttunen
    • [seqfan] Re: A sequence from Johannes Kepler's "Harmonices Mundi"   Neil Sloane
    • [seqfan] Re: A sequence from Johannes Kepler's "Harmonices Mundi"   Kevin Ryde
  • [seqfan] Re: A sequence from Johannes Kepler's "Harmonices Mundi"   Kevin Ryde
  • [seqfan] Re: A sequence from Johannes Kepler's "Harmonices Mundi"   Brad Klee
• [seqfan] Perhaps of interest to writers and editors   Robert Munafo
• [seqfan] Chaines of semiprimes   Zak Seidov
• [seqfan] Periodicity of seqs mod m - research idea   Neil Sloane
  • [seqfan] Re: Periodicity of seqs mod m - research idea   Marc LeBrun
    • [seqfan] Re: Periodicity of seqs mod m - research idea   Harvey P. Dale
      • [seqfan] Re: Periodicity of seqs mod m - research idea   Neil Sloane
      • [seqfan] Re: Periodicity of seqs mod m - research idea   Zak Seidov
      • [seqfan] Re: Periodicity of seqs mod m - research idea   Hans Havermann
  • [seqfan] Re: Periodicity of seqs mod m - research idea   Joerg Arndt
  • [seqfan] Re: Periodicity of seqs mod m - research idea   Richard J. Mathar
• [seqfan] A056619   israel at math.ubc.ca
  • [seqfan] Re: A056619   Neil Sloane
    • [seqfan] Re: A056619   Neil Sloane
• [seqfan] A proposed sequence   David Newman
  • [seqfan] Re: A proposed sequence   Charles Greathouse
    • [seqfan] Re: A proposed sequence   Neil Sloane
      • [seqfan] Re: A proposed sequence   Chris Thompson
  • [seqfan] Re: A proposed sequence   Eric Schmidt
• [seqfan] Number of real roots of polynomial with coefficients +-1, or 0, +-1   Neil Sloane
  • [seqfan] Re: Number of real roots of polynomial with coefficients +-1, or 0, +-1   W. Edwin Clark
    • [seqfan] Re: Number of real roots of polynomial with coefficients +-1, or 0, +-1   israel at math.ubc.ca
  • [seqfan] Re: Number of real roots of polynomial with coefficients +-1, or 0, +-1   Peter Munn
    • [seqfan] Re: Number of real roots of polynomial with coefficients +-1, or 0, +-1   Peter Munn
      • [seqfan] Re: Number of real roots of polynomial with coefficients +-1, or 0, +-1   Neil Sloane
      • [seqfan] Re: Number of real roots of polynomial with coefficients +-1, or 0, +-1   Peter Munn
• [seqfan] R: Number of real roots of polynomial with coefficients +-1, or 0, +-1   Luca Petrone
  • [seqfan] R: Number of real roots of polynomial with coefficients +-1, or 0, +-1   Luca Petrone
    • [seqfan] Re: R: Number of real roots of polynomial with coefficients +-1, or 0, +-1   israel at math.ubc.ca
  • [seqfan] Re: R: Number of real roots of polynomial with coefficients +-1, or 0, +-1   Luca Petrone
• [seqfan] Re Number of real roots of polynomial with coefficients +-1, or 0, +-1   Neil Sloane

Last message date: Sun Feb 26 23:05:44 CET 2017
Archived on: Mon Feb 27 07:08:57 CET 2017

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