January 2003 Archives by author
Starting: Wed Jan 1 19:22:22 CET 2003
Ending: Fri Jan 31 14:27:42 CET 2003
Messages: 76
- Observations on Motzkin numbers
Meeussen Wouter (bkarnd)
- three binomial(n,k) definitions
Franklin T. Adams-Watters
- one-way versus two-way infinite sequences
Franklin T. Adams-Watters
- a[n] is a[n] terms from term = a[n]+1
Franklin T. Adams-Watters
- Spiro-Fibonacci differences
Franklin T. Adams-Watters
- A26674=A26729
Rob Arthan
- A26674=A26729
Roland Bacher
- Spiro-Fibonacci numbers
Neil Fernandez
- Spiro-Fibonacci differences
Neil Fernandez
- Spiro-Fibonacci differences - 100 x 100 square
Neil Fernandez
- Images, attachments, files in messages [seqfan]
Neil Fernandez
- webpage with images of Spiro-Fibonacci sequences
Neil Fernandez
- Spiro-Fibonacci sequences
Neil Fernandez
- log(m)'s close to integers, various log bases
Neil Fernandez
- log(m)'s close to integers, various log bases
Neil Fernandez
- log(m)'s close to integers, various log bases
Neil Fernandez
- log(m)'s close to integers, various log bases
Neil Fernandez
- log(m)'s close to integers, various log bases
Neil Fernandez
- log(m)'s close to integers, various log bases
Neil Fernandez
- Images, attachments, files in messages [seqfan]
Olivier GERARD
- sequence A079490...
GerardS
- your mail
Richard Guy
- [math-fun] Re: your mail (fwd)
Richard Guy
- Duplication
Hans Havermann
- sequence A079490...
Hans Havermann
- COMMENT on A078943 (was "a[n] is a[n] terms from term = a[n]+1")
Dean Hickerson
- Problimes
Dean Hickerson
- log(m)'s close to integers, various log bases
Dean Hickerson
- A question about A079490
Mark Hudson
- Problimes
Antti Karttunen
- Idea for OEIS
Antti Karttunen
- A019280
Marc LeBrun
- A019280
Jud McCranie
- log(m)'s close to integers, various log bases
Don McDonald
- divine proportion, powers of.
Don McDonald
- higher powers of(2+SQR3)differ negligibly from whole nos.
Don McDonald
- COMMENT Donald S. McDonald A079490
Don McDonald
- 2*k*p+1.Re: prime sequences A080050/A080051
Don McDonald
- A067700
Joseph S. Myers
- ln(m)'s close to integers
Jim Nastos
- log(m)'s close to integers, various log bases
Jim Nastos
- log(m)'s close to integers, various log bases
Jim Nastos
- graded posets, A001831, A001833, A048194
Detlef Pauly
- Another Tau question
Jon Perry
- Problimes
Jon Perry
- Idea for OEIS
Jon Perry
- Idea for OEIS
Jon Perry
- Prime Poem
Jon Perry
- Images, attachments, files in messages [seqfan]
Pfoertner, Hugo
- Superseeker fails on simple recursion?
Pfoertner, Hugo
- AW: A question about A079490
Pfoertner, Hugo
- A question about A079490
Pfoertner, Hugo
- ln(m)'s close to integers
Leroy Quet
- "Especially-Symmetric" Sequence
Leroy Quet
- a[m+2]=a[m+1]^2-a[m] & A Continued Fraction
Leroy Quet
- "Especially-Symmetric" Sequence
Leroy Quet
- "Especially-Symmetric" Sequence
Leroy Quet
- ln(m)'s close to integers
Don Reble
- ln(m)'s close to integers
Don Reble
- A question about A079490
Don Reble
- Observations on Motzkin numbers
N. J. A. Sloane
- A001037, A059966, A060477
Michael Somos
- A019280
Ralf Stephan
- A019280
Ralf Stephan
- prime sequences A080050/A080051
Ralf Stephan
- prime sequences A080050/A080051
Ralf Stephan
- A055480 et al
Jens Voss
- A001037, A059966, A060477
Eric W. Weisstein
- A055480 et al
David Wilson
- Observations on Motzkin numbers
David Wilson
- No subject
murthy amarnath
- log(m)'s close to integers, various log bases
cloitre
- a[m+2]=a[m+1]^2-a[m] & A Continued Fraction
cloitre
- webpage with images of Spiro-Fibonacci sequences
frusso
- A067700
Robert G. Wilson v
- ln(m)'s close to integers
Robert G. Wilson v
Last message date:
Fri Jan 31 14:27:42 CET 2003
Archived on: Sun Jan 15 12:27:25 CET 2023
This archive was generated by
Pipermail 0.09 (Mailman edition).