March 2022 Archives by subject
Starting: Wed Mar 2 11:01:11 CET 2022
Ending: Thu Mar 31 13:05:01 CEST 2022
Messages: 49
- [seqfan] 5, 20, 120, 540, 6480, ...
Tomasz Ordowski
- [seqfan] Re: 5, 20, 120, 540, 6480, ...
Robert Gerbicz
- [seqfan] Re: 5, 20, 120, 540, 6480, ...
Allan Wechsler
- [seqfan] Re: 5, 20, 120, 540, 6480, ...
M. F. Hasler
- [seqfan] Re: 5, 20, 120, 540, 6480, ...
Robert Gerbicz
- [seqfan] Re: 5, 20, 120, 540, 6480, ...
Tomasz Ordowski
- [seqfan] A055198 comment seems wrong
Sean A. Irvine
- [seqfan] Re: A055198 comment seems wrong
Neil Sloane
- [seqfan] Re: A055198 comment seems wrong
Sean A. Irvine
- [seqfan] Re: A055198 comment seems wrong
israel at math.ubc.ca
- [seqfan] Re: A055198 comment seems wrong
Hans Havermann
- [seqfan] Re: A055198 comment seems wrong
M. F. Hasler
- [seqfan] Re: A055198 comment seems wrong
Hans Havermann
- [seqfan] Re: A055198 comment seems wrong
Hans Havermann
- [seqfan] Re: A055198 comment seems wrong
Neil Sloane
- [seqfan] Re: A055198 comment seems wrong
Hans Havermann
- [seqfan] Re: A055198 comment seems wrong
Neil Sloane
- [seqfan] Anyone looking for a nice problem?
Neil Sloane
- [seqfan] Re: Anyone looking for a nice problem?
Neil Sloane
- [seqfan] A simple yet mysterious sequence
Neil Sloane
- [seqfan] Re: A simple yet mysterious sequence
Neil Sloane
- [seqfan] A simple yet mysterious sequence
Antti Karttunen
- [seqfan] Directly find pandigital numbers
Maurice.Clerc at WriteMe.com
- [seqfan] Re: Directly find pandigital numbers
jens at voss-ahrensburg.de
- [seqfan] Formulas for two sequences, A060574 and A067498 ?
Antti Karttunen
- [seqfan] Re: Formulas for two sequences, A060574 and A067498 ?
M. F. Hasler
- [seqfan] Re: Formulas for two sequences, A060574 and A067498 ?
Jeffrey Shallit
- [seqfan] Re: Formulas for two sequences, A060574 and A067498 ?
hv at crypt.org
- [seqfan] Re: Formulas for two sequences, A060574 and A067498 ?
hv at crypt.org
- [seqfan] Re: Formulas for two sequences, A060574 and A067498 ?
Antti Karttunen
- [seqfan] Re: Formulas for two sequences, A060574 and A067498 ?
Андрей Заболотский
- [seqfan] Re: Formulas for two sequences, A060574 and A067498 ?
M. F. Hasler
- [seqfan] Let p_1 .. p_k be prime divisors of n counted with multiplicity, then consider the rational number (p_1-1)/p_1 + (p_2-1)/p_2 + ... (p_k-1)/p_k
Thomas Scheuerle
- [seqfan] Re: Let p_1 .. p_k be prime divisors of n counted with multiplicity, then consider the rational number (p_1-1)/p_1 + (p_2-1)/p_2 + ... (p_k-1)/p_k
Jakob Schulz
- [seqfan] Re: Let p_1 .. p_k be prime divisors of n counted with multiplicity, then consider the rational number (p_1-1)/p_1 + (p_2-1)/p_2 + ... (p_k-1)/p_k
M. F. Hasler
- [seqfan] Re: Let p_1 .. p_k be prime divisors of n counted with multiplicity, then consider the rational number (p_1-1)/p_1 + (p_2-1)/p_2 + ... (p_k-1)/p_k
Thomas Scheuerle
- [seqfan] max(c) : (q + d) c^k <= q (c + 1)^k
hv at crypt.org
- [seqfan] Max no. of edges in graph with no 4-cycles
Neil Sloane
- [seqfan] Re: Max no. of edges in graph with no 4-cycles
Neil Sloane
- [seqfan] Re: Max no. of edges in graph with no 4-cycles
Brendan McKay
- [seqfan] Re: Max no. of edges in graph with no 4-cycles
Neil Sloane
- [seqfan] Re: Max no. of edges in graph with no 4-cycles
Brendan McKay
- [seqfan] Re: Max no. of edges in graph with no 4-cycles
Richard J. Mathar
- [seqfan] Re: Max no. of edges in graph with no 4-cycles
Brendan McKay
- [seqfan] Re: Max no. of edges in graph with no 4-cycles
Brendan McKay
- [seqfan] Need help with Escott sequence from 1903
Neil Sloane
- [seqfan] Re: Need help with Escott sequence from 1903
Allan Wechsler
- [seqfan] Re: Need help with Escott sequence from 1903
Neil Sloane
- [seqfan] Re: Primes p == 3 (mod 4) with a Fibonacci primitive root.
Don Reble
Last message date:
Thu Mar 31 13:05:01 CEST 2022
Archived on: Sun Jan 15 12:29:43 CET 2023
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