February 2004 Archives by author
Starting: Sun Feb 1 22:43:22 CET 2004
Ending: Sun Feb 29 11:30:30 CET 2004
Messages: 178
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
Meeussen Wouter (bkarnd)
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
Meeussen Wouter (bkarnd)
- Rép. : Bernoulli numbers
Mohammed BOUAYOUN
- Rép. : Bernoulli numbers and arithmetic progressions
Mohammed BOUAYOUN
- Rép. : Bernoulli numbers and arithmetic progressions
Mohammed BOUAYOUN
- Rép. : [Roland.Bacher at ujf-grenoble.fr: Bernoulli numbers and arithmetic progressions]: Corrections
Mohammed BOUAYOUN
- Rép. : RE: Bernoulli numbers and arithmetic progressions
Mohammed BOUAYOUN
- bernoulli number
Mohammed BOUAYOUN
- bernouli number and sophie germain number
Mohammed BOUAYOUN
- numerator of function is prime
Mohammed BOUAYOUN
- numerator of function is prime (corrected)
Mohammed BOUAYOUN
- Rép. : Re: numerator of function is prime
Mohammed BOUAYOUN
- numbers of circle inscribing in another circle
Mohammed BOUAYOUN
- Rép. : Re: On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
Mohammed BOUAYOUN
- Bernoulli numbers and arithmetic progressions
Roland Bacher
- [Roland.Bacher at ujf-grenoble.fr: Bernoulli numbers and arithmetic progressions]: Corrections
Roland Bacher
- More fun with transforms
Christian G. Bower
- [An Infinite 2-Dimensional Derangement]
Christian G. Bower
- Bernoulli numbers
Edwin Clark
- Bernoulli number?
Edwin Clark
- Bernoulli numbers and arithmetic progressions
Edwin Clark
- Bernoulli numbers and arithmetic progressions
John Conway
- FW: Re: Sequence : 2-dimensional faces of a polytope
Yuval Dekel
- FW: Re: Sequence : 2-dimensional faces of a polytope
Yuval Dekel
- an exercise in Comtet's Advanced Combinatorics
Emeric Deutsch
- SEQFAN mailing list - Netiquette
Olivier Gerard
- repetition sequence
Dion Gijswijt
- up-down-right lattice paths
Henry Gould
- Bernoulli numbers and arithmetic progressions
Richard Guy
- Partial-Sum -> Some Primes
Richard Guy
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
Richard Guy
- Bernoulli numbers and arithmetic progressions
Hans Havermann
- Re: Rép. : Bernoulli numbers and arithmetic progressions
Hans Havermann
- Bernoulli numbers and arithmetic progressions
Hans Havermann
- Bernoulli numbers and arithmetic progressions
Hans Havermann
- Bernoulli numbers and arithmetic progressions
Hans Havermann
- an amusing sequence from Belgium!
Hans Havermann
- Partial-Sum -> Some Primes
Hans Havermann
- Partial-Sum -> Some Primes
Hans Havermann
- Re: Rép. : Re: numerator of function is prime
Hans Havermann
- a sequence from analysis
Hans Havermann
- AW: a sequence from analysis
Hans Havermann
- a sequence from analysis
Hans Havermann
- One of Leroy Quet's sequences
Hans Havermann
- analysis of one of Leroy's sequences
Hans Havermann
- report on recent OEIS activity / Bernoulli divisible by square
Hans Havermann
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
Ed Pegg Jr
- On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
Ed Pegg Jr
- numerator of function is prime
Kennedy
- One of Leroy Quet's sequences
John Layman
- Bernoulli numbers
Marc LeBrun
- On sequence nXn where x equal 09,18,27,36,45,54,63,72,82,90
Karima MOUSSAOUI
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
Karima MOUSSAOUI
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
Karima MOUSSAOUI
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
Karima MOUSSAOUI
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
Karima MOUSSAOUI
- report on recent OEIS activity
Jud McCranie
- Gray codes...
Brendan McKay
- report on recent OEIS activity
Brendan McKay
- zeta(3) and Bernoulli
Pieter Moree
- zeta(3) and Bernoulli numbers
Pieter Moree
- valuation(2, prime(n)-1)
Pieter Moree
- valuation(2, prime(n)-1)
Pieter Moree
- zeta(3) and Bernoulli numbers
Pieter Moree
- sum of square-free divisors
Pieter Moree
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
Pieter Moree
- sum of square-free divisors
Pieter Moree
- Sequences with both "hard" and "more"
Joseph S. Myers
- report on recent OEIS activity
Joseph S. Myers
- Partial-Sum -> Some Primes
Jim Nastos
- Bernoulli numbers and arithmetic progressions
T. D. Noe
- Bernoulli numbers and arithmetic progressions
T. D. Noe
- Bernoulli numbers and arithmetic progressions
T. D. Noe
- Bernoulli numbers and arithmetic progressions
T. D. Noe
- A052502 vs A060079
Karol PENSON
- AW: a sequence from analysis
Pfoertner, Hugo
- AW: numbers of circle inscribing in another circle
Pfoertner, Hugo
- numbers of circle inscribing in another circle
Pfoertner, Hugo
- up-down-right lattice paths
Leroy Quet
- Multiply/Add Consecutive Integers
Leroy Quet
- Max GCD Permutation Product
Leroy Quet
- GCD(k,j) Product
Leroy Quet
- GCD(k,j) Product
Leroy Quet
- Bernoulli numbers
Leroy Quet
- Harmonic Number Sum Congruence
Leroy Quet
- "Coprimal Harmonic Numbers"
Leroy Quet
- Max GCD Permutation Product
Leroy Quet
- falsely-identical sequences [repost]
Leroy Quet
- Bernoulli number?
Leroy Quet
- Generalizing Binomial Coefficients / Pascal's Triangle
Leroy Quet
- Generalizing Binomial Coefficients / Pascal's Triangle
Leroy Quet
- Partial-Sum -> Some Primes
Leroy Quet
- Indexes' Difference Divides Sum Of 2 Terms
Leroy Quet
- Partial-Sum -> Some Primes
Leroy Quet
- Permutation(?): + Integers Increasingly Arranged
Leroy Quet
- Sequence: (m-k) divides a(m)*a(k)
Leroy Quet
- Sequences Involving Binary & Prime-Factorization
Leroy Quet
- Permutation(?): + Integers Increasingly Arranged
Leroy Quet
- Sequences Involving Binary & Prime-Factorization
Leroy Quet
- An Infinite 2-Dimensional Derangement
Leroy Quet
- [An Infinite 2-Dimensional Derangement]
Leroy Quet
- Sequences Involving Binary & Prime-Factorization
Leroy Quet
- Palindromic Binary Sequence (again?)
Leroy Quet
- One of Leroy Quet's sequences
Leroy Quet
- report on recent OEIS activity
Leroy Quet
- Gray codes...
Gordon Royle
- GCD(k,j) Product
N. J. A. Sloane
- Bernoulli numbers
N. J. A. Sloane
- Re Bernoulli numbers
N. J. A. Sloane
- Re Bernoulli and A090496
N. J. A. Sloane
- Bernoulli numbers and arithmetic progressions
N. J. A. Sloane
- Max GCD Permutation Product
N. J. A. Sloane
- an amusing sequence from Belgium!
N. J. A. Sloane
- a sequence from analysis
N. J. A. Sloane
- Follow-up on Hans's message
N. J. A. Sloane
- a sequence from analysis
N. J. A. Sloane
- gray codes
N. J. A. Sloane
- Re Gray paths cont
N. J. A. Sloane
- analysis of one of Leroy's sequences
N. J. A. Sloane
- PS on Leroy's sequence
N. J. A. Sloane
- Sequences with both "hard" and "more"
N. J. A. Sloane
- report on recent OEIS activity
N. J. A. Sloane
- recycling A-numbers
N. J. A. Sloane
- duplicates
N. J. A. Sloane
- sequence renumbering
N. J. A. Sloane
- Renumbering is complete
N. J. A. Sloane
- finding the A-numbers that were changed
N. J. A. Sloane
- Max GCD Permutation Product
Ralf Stephan
- Bernoulli/Genocchi numbers
Ralf Stephan
- Bernoulli/Genocchi numbers
Ralf Stephan
- Max GCD Permutation Product
David Wasserman
- Permutation(?): + Integers Increasingly Arranged
David Wasserman
- Bernoulli numbers and arithmetic progressions
Eric W. Weisstein
- No subject
David Wilson
- GCD question
David Wilson
- Bernoulli/Genocchi numbers
benoit
- numerator of Bernoulli numbers
benoit
- On the divisibility of numerator of B(2n) by primes
benoit
- valuation(2, prime(n)-1)
benoit
- valuation(2, prime(n)-1)
benoit
- on some "floorantin" equations
benoit
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
bouyao
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
bouyao
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
bouyao
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
bouyao
- Re Bernoulli numbers - more terms Pari
cino hilliard
- Bernoulli numbers and arithmetic progressions
cino hilliard
- Bernoulli numbers and arithmetic progressions
cino hilliard
- Bernoulli numbers and arithmetic progressions
cino hilliard
- Bernoulli numbers and arithmetic progressions
cino hilliard
- Bernoulli numbers and arithmetic progressions
cino hilliard
- a possible link to solid partitions
wouter meeussen
- partitions of k 'Covering' partitions of (k-1)
wouter meeussen
- numerator of function is prime
f.firoozbakht at sci.ui.ac.ir
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
f.firoozbakht at sci.ui.ac.ir
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
f.firoozbakht at sci.ui.ac.ir
- Corrected On sequence nXn where x equal 09,18,27,36,45,54,63,72,81,90
f.firoozbakht at sci.ui.ac.ir
- Bernoulli numbers
Robert G. Wilson v
- Bernoulli numbers
Robert G. Wilson v
- Bernoulli numbers
Robert G. Wilson v
- Bernoulli numbers
Robert G. Wilson v
- Bernoulli numbers
Robert G. Wilson v
- Bernoulli numbers
Robert G. Wilson v
- Bernoulli numbers
Robert G. Wilson v
- Bernoulli numbers
Robert G. Wilson v
- Bernoulli numbers
Robert G. Wilson v
- Bernoulli numbers
Robert G. Wilson v
- Bernoulli numbers
Robert G. Wilson v
- Bernoulli numbers
Robert G. Wilson v
- Bernoulli numbers
Robert G. Wilson v
- Bernoulli numbers
Robert G. Wilson v
- Sorry.
Robert G. Wilson v
- up-down-right lattice paths
jens at voss-ahrensburg.de
- Bernoulli number?
y.kohmoto
- Bernoulli Number?
y.kohmoto
- OU-Sigma function
y.kohmoto
- Kissing^3 number
y.kohmoto
- A002952
y.kohmoto
Last message date:
Sun Feb 29 11:30:30 CET 2004
Archived on: Sun Jan 15 12:27:33 CET 2023
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