April 2004 Archives by date

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Starting: Thu Apr 1 07:38:53 CEST 2004
Ending: Fri Apr 30 22:05:24 CEST 2004
Messages: 149

• detective work needed   N. J. A. Sloane
• detective work needed   FRANCISCO SALINAS
• New sequence??   Richard Guy
• Permutation Of Some Primes   Leroy Quet
• Permutation Of Some Primes   Jim Nastos
• New sequence??   Don Reble
• Permutation Of Some Primes   Leroy Quet
• New sequence??   Richard Guy
• New sequence??   Richard Guy
• New sequence??   John Conway
• New sequence??   Richard Guy
• Permutation Of Some Primes   Leroy Quet
• R_r recurrence even simpler than S_r   Rainer Rosenthal
• UO-Sigma   y.kohmoto
• R_r recurrence even simpler than S_r   Gottfried Helms
• R_r recurrence even simpler than S_r   Ralf Stephan
• R_r recurrence even simpler than S_r   Karol PENSON
• E.g.f. for Hermite   FRANCISCO SALINAS
• [IntSeq] Friends of R and friends of S   Rainer Rosenthal
• Sevens   Hans Havermann
• [IntSeq] Friends of R and friends of S   Rainer Rosenthal
• Permutation Of Some Primes   Leroy Quet
• FW: another Motzkin triangle, no shortage of'm   Meeussen Wouter (bkarnd)
• Sequence: "The patterns of permutations"   N. J. A. Sloane
• Sequence: "The patterns of permutations"   Rob Pratt
• FW: another Motzkin triangle, no shortage of'm   Ralf Stephan
• FW: another Motzkin triangle, no shortage of'm   wouter meeussen
• Partitions into divisors... A018818   Gordon Royle
• common divisors of multinomial coefficients   David Wasserman
• Partitions into divisors... A018818   FRANCISCO SALINAS
• FW: another Motzkin triangle, no shortage of'm   wouter meeussen
• FW: another Motzkin triangle, no shortage of'm   wouter meeussen
• "See also:"   Rob Pratt
• "See also:"   Jim Nastos
• "See also:"   N. J. A. Sloane
• "See also:"   Rob Pratt
• common divisors of multinomial coefficients   Richard Guy
• "See also:"   Richard Guy
• [OEIS] "See also:" -links.   Antti Karttunen
• FW: another Motzkin triangle, no shortage of'm   FRANCISCO SALINAS
• Jevons Group? A039754   Gordon Royle
• (A047749) just this one too, then I'll stop   Meeussen Wouter (bkarnd)
• Sequences A005245, A061373   Ed Pegg Jr
• Help wanted - sequences in free book; away for 8 days   N. J. A. Sloane
• Sequences A005245, A061373   benoit
• [math-fun] Euclid numbers   Richard Guy
• [math-fun] Re: Euclid numbers   Marc LeBrun
• Question concerning A092749.   Robert G. Wilson v
• [math-fun] Re: Euclid numbers   Karol PENSON
• Biggest Prime-Factorization Exponent   Leroy Quet
• (phi(m)+1) divides m   Leroy Quet
• (phi(m)+1) divides m   Franklin T. Adams-Watters
• (phi(m)+1) divides m   Jim Nastos
• (phi(m)+1) divides m   FRANCISCO SALINAS
• Question concerning A092749.   f.firoozbakht at sci.ui.ac.ir
• Question concerning A092749.   Pieter Moree
• Question concerning A092749.   Pieter Moree
• A023022 and an observation about random triangles in polygons   Eric W. Weisstein
• Moebius-Function-Based Sequences   Leroy Quet
• Moebius-Function-Based Sequences   Robert G. Wilson v
• E.g.f. for Hermite   Ralf Stephan
• Unitary sigma - Unitary phi perfect number   y.kohmoto
• Kimyo-sequence   y.kohmoto
• Spiral-Permutations Of Positive Integers   Leroy Quet
• Maximum GCD-Sum Permutations   Leroy Quet
• a binomial sum.   pin
• a binomial sum.   Robert G. Wilson v
• a binomial sum.   Paul D Hanna
• a binomial sum.   Ralf Stephan
• a binomial sum.   Robert G. Wilson v
• A binomial sum   Henry Gould
• a binomial sum.   Marc LeBrun
• E.g.f. for Hermite   Karol PENSON
• A binomial sum   Eric W. Weisstein
• A binomial sum   Henry Gould
• A binomial sum   Karol PENSON
• A binomial sum   Karol PENSON
• A binomial sum   Henry Gould
• A binomial sum   Karol PENSON
• (3^n+1)/2 is prime. A finite sequence?   all at abouthugo.de
• A binomial sum   Edwin Clark
• A binomial sum   Jaap Spies
• (3^n+1)/2 is prime. A finite sequence?   Don Reble
• 2 Recursive Sequences Involving Prime Divisors   Leroy Quet
• a binomial sum.   Henry Gould
• a binomial sum.   pin
• a binomial sum.   Marc LeBrun
• a binomial sum.   Henry Gould
• a binomial sum. --corrected typing   Henry Gould
• a binomial sum.   Richard Guy
• a binomial sum. --corrected typing   Marc LeBrun
• Various items   N. J. A. Sloane
• converting sequences to music - help needed   N. J. A. Sloane
• converting sequences to music - help needed   Jaap Spies
• converting sequences to music - help needed   Jeremy Gardiner
• converting sequences to music - help needed   Henry Gould
• converting sequences to music - help needed   Richard Guy
• converting sequences to music - help needed   Edwin Clark
• converting sequences to music - help needed   Jaap Spies
• converting sequences to music - help needed   cino hilliard
• <no subject>   Henry Gould
• <no subject>   Richard Guy
• 1 2 1 3 1 2 1 4 1 2 1 ...   Edwin Clark
• converting sequences to music - help needed   Donald Willard
• converting sequences to music - help needed   cino hilliard
• <no subject>   Richard Guy
• <no subject>   Jaap Spies
• <no subject>   Jud McCranie
• <no subject>   N. J. A. Sloane
• A001511 (formerly <no subject>)   Marc LeBrun
• <no subject>   Richard Guy
• A001511 (formerly <no subject>)   Jaap Spies
• converting sequences to music - help needed   Leroy Quet
• converting sequences to music - help needed   Donald Willard
• <no subject>   Gordon Royle
• converting sequences to music - help needed   Jeremy Gardiner
• A001511 (formerly <no subject>)   Jeremy Gardiner
• A001511 (formerly <no subject>)   Antti Karttunen
• interpretations   Ralf Stephan
• [SeqFan] Finding functions that produce periodic sequences.   Antti Karttunen
• Arithmetic progressions of primes and sums of squares   Pfoertner, Hugo
• Arithmetic progressions of primes and sums of squares   Ralf Stephan
• 1 2 1 3 1 2 1 4 1 2 1 3 1 2 1 5 1 2 etc.   Henry Gould
• Better Email Address Hiding   Leroy Quet
• Arithmetic progressions of primes and sums of squares   Don Reble
• Arithmetic progressions of primes and sums of squares   Hugo Pfoertner
• Arithmetic progressions of primes and sums of squares   Hugo Pfoertner
• 1 2 1 3 1 2 1 4 1 2 1 3 1 2 1 5 1 2 etc.   Rainer Rosenthal
• My dad can beat your dad (was: Arithmetic progressions...)   Don Reble
• 1 2 1 3 1 2 1 4 1 2 1 3 1 2 1 5 1 2 etc.   Emeric Deutsch
• [seqfan] Re: Gade   Olivier Gerard
• Better Email Address Hiding   FRANCISCO SALINAS
• Better Email Address Hiding   Jud McCranie
• 1 2 1 3 1 2 1 4 1 2 1 3 1 2 1 5 1 2 etc.   Donald Willard
• A Variation On Continued Fractions   Leroy Quet
• A Variation On Continued Fractions   Leroy Quet
• Sum Of (m/k), Over Some Divisors k   Leroy Quet
• Sum Of (m/k), Over Some Divisors k   Leroy Quet
• [SeqFan] Re: your mail has a nasty attachment   Antti Karttunen
• A028377, A028378   Gordon Royle
• Email address security...   Gordon Royle
• A028377, A028378   Meeussen Wouter (bkarnd)
• A002719   Emeric Deutsch
• A002719   Mitchell Harris
• A002719   Meeussen Wouter (bkarnd)
• n! / n^n   rlahaye at new.rr.com
• n! / n^n   Leroy Quet
• No subject   Karol PENSON
• A002719   Vladeta Jovovic

Last message date: Fri Apr 30 22:05:24 CEST 2004
Archived on: Sun Jan 15 12:27:34 CET 2023

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