September 2013 Archives by author
Starting: Sun Sep 1 10:30:17 CEST 2013
Ending: Mon Sep 30 16:40:34 CEST 2013
Messages: 96
- [seqfan] Twin sequences
юрий герасимов
- [seqfan] p = (k + 1)^2 - k = (m + 1)^3 - m and p = (k + 1)^2 + k = (m + 1)^2 + m
юрий герасимов
- [seqfan] p = (k + 1)^2 - k = (m + 1)^3 - m and p = (k + 1)^2 + k = (m + 1)^3 + m
юрий герасимов
- [seqfan] Re: p = (k + 1)^2 - k = (m + 1)^3 - m and p = (k + 1)^2 + k = (m + 1)^3 + m
юрий герасимов
- [seqfan] Re: strangeness in A008290 : Triangle T(n, k) of rencontres numbers
Max Alekseyev
- [seqfan] Re: Slowest sort
Max Alekseyev
- [seqfan] Re: p = (k + 1)^2 - k = (m + 1)^3 - m and p = (k + 1)^2 + k = (m + 1)^2 + m
Max Alekseyev
- [seqfan] Fibonacci sequences sharing no terms
Eric Angelini
- [seqfan] 8 seq. [from digits d<e<f to d>=e>=f]
Eric Angelini
- [seqfan] Prove that these exponents are primes (e.g., A062608)
Alonso Del Arte
- [seqfan] Re: Prove that these exponents are primes (e.g., A062608)
Alonso Del Arte
- [seqfan] Re: Prove that these exponents are primes (e.g., A062608)
Alonso Del Arte
- [seqfan] Re: Prove that these exponents are primes (e.g., A062608)
Alonso Del Arte
- [seqfan] Re: p = (k + 1)^2 - k = (m + 1)^3 - m and p = (k + 1)^2 + k = (m + 1)^2 + m
Alonso Del Arte
- [seqfan] Adding up numbers of the form 2^a 3^b (A018899)
Alonso Del Arte
- [seqfan] Re: p = (k + 1)^2 - k = (m + 1)^3 - m and p = (k + 1)^2 + k = (m + 1)^2 + m
Jack Brennen
- [seqfan] Re: Fibonacci sequences sharing no terms
Jack Brennen
- [seqfan] The two square composite sequence.
DAN_CYN_J
- [seqfan] Re: The two square composite sequence.
DAN_CYN_J
- [seqfan] Re: The two square composite sequence,
DAN_CYN_J
- [seqfan] A003436
Harvey P. Dale
- [seqfan] Re: Sequences in a French Book not Found in OEIS
Olivier Gerard
- [seqfan] Re: Sequences in a French Book not Found in OEIS
Olivier Gerard
- [seqfan] Re: Sequences in a French Book not Found in OEIS
Olivier Gerard
- [seqfan] Re: Natural log e in the Pascal system
Olivier Gerard
- [seqfan] Re: SeqFan Digest, Vol 60, Issue 4
Olivier Gerard
- [seqfan] Re: AIHPD for Seqfans
Olivier Gerard
- [seqfan] Re: Classic sequence A000229 needs a b-file
Robert Gerbicz
- [seqfan] Soundhound
Dale Gerdemann
- [seqfan] Re: Classic sequence A000229 needs a b-file
Charles Greathouse
- [seqfan] binomial(2k+1, k-n-1) >= binomial(2k, k)
Charles Greathouse
- [seqfan] Slowest sort
Charles Greathouse
- [seqfan] Re: Can you identify this decimalized expansion?
Charles Greathouse
- [seqfan] Re: An interesting sequence connected with primes
Charles Greathouse
- [seqfan] Re: Adding up numbers of the form 2^a 3^b (A018899)
Charles Greathouse
- [seqfan] Re: An interesting sequence connected with primes
Charles Greathouse
- [seqfan] Seq A144005 = A014623 ?
Paul D Hanna
- [seqfan] A179876 = k such that mu(k) - mu(k-1) = -2 ?
Paul D Hanna
- [seqfan] Re: A003436
Paul D Hanna
- [seqfan] Re: A003436
Paul D Hanna
- [seqfan] Recurrences of Periodic Order
Ron Hardin
- [seqfan] Re: slowest-growing "accelerating" sequence
Ron Hardin
- [seqfan] Re: Counting binary matrices - can these really be new?
Ron Hardin
- [seqfan] Re: Counting binary matrices - can these really be new?
Ron Hardin
- [seqfan] Re: SeqFan Digest, Vol 60, Issue 4
Ron Hardin
- [seqfan] Re: SeqFan Digest, Vol 60, Issue 4
Ron Hardin
- [seqfan] Symmetric recurrence
Ron Hardin
- [seqfan] Single Fault Colorings - equal recurrences?
Ron Hardin
- [seqfan] nXk graphs with x->(x+1) mod z adjacent successors
Ron Hardin
- [seqfan] Sequences in a French Book not Found in OEIS
Antreas Hatzipolakis
- [seqfan] Re: Sequences in a French Book not Found in OEIS
Antreas Hatzipolakis
- [seqfan] Re: slowest-growing "accelerating" sequence
Hans Havermann
- [seqfan] Re: p = (k + 1)^2 - k = (m + 1)^3 - m and p = (k + 1)^2 + k = (m + 1)^3 + m
Andrew N W Hone
- [seqfan] Re: Prove that these exponents are primes (e.g., A062608)
Benoît Jubin
- [seqfan] Re: Prove that these exponents are primes (e.g., A062608)
Benoît Jubin
- [seqfan] Re: Natural log e in the Pascal system
Peter Luschny
- [seqfan] Re: Sequences in a French Book not Found in OEIS
Richard J. Mathar
- [seqfan] Re: SeqFan Digest, Vol 60, Issue 4
Brendan McKay
- [seqfan] Re: SeqFan Digest, Vol 60, Issue 4
Brendan McKay
- [seqfan] Re: SeqFan Digest, Vol 60, Issue 4
Brendan McKay
- [seqfan] Re: slowest-growing "accelerating" sequence
Graeme McRae
- [seqfan] Re: slowest-growing "accelerating" sequence
Graeme McRae
- [seqfan] strangeness in A008290 : Triangle T(n, k) of rencontres numbers
Wouter Meeussen
- [seqfan] Slow Sort
Victor Miller
- [seqfan] AIHPD for Seqfans
Karol A. Penson
- [seqfan] Re: slowest-growing "accelerating" sequence
Don Reble
- [seqfan] {Spam?} A060085, A001992
Don Reble
- [seqfan] Basic sequences in different arithmetics on N
Vladimir Shevelev
- [seqfan] Re: Basic sequences in different arithmetics on N
Vladimir Shevelev
- [seqfan] Re: Prove that these exponents are primes (e.g., A062608)
Vladimir Shevelev
- [seqfan] An interesting sequence connected with primes
Vladimir Shevelev
- [seqfan] Re: An interesting sequence connected with primes
Vladimir Shevelev
- [seqfan] Another phenomenon?
Vladimir Shevelev
- [seqfan] Classic sequence A000229 needs a b-file
Neil Sloane
- [seqfan] Re: Sequences in a French Book not Found in OEIS
Neil Sloane
- [seqfan] Counting binary matrices - can these really be new?
Neil Sloane
- [seqfan] Re: SeqFan Digest, Vol 60, Issue 4
Neil Sloane
- [seqfan] Natural log e in the Pascal system
Jess Tauber
- [seqfan] Re: Natural log e in the Pascal system
Jess Tauber
- [seqfan] Can you identify this decimalized expansion?
Jess Tauber
- [seqfan] Re: Can you identify this decimalized expansion?
Jess Tauber
- [seqfan] Re: Can you identify this decimalized expansion?
Jess Tauber
- [seqfan] Re: slowest-growing "accelerating" sequence
Allan Wechsler
- [seqfan] Re: Prove that these exponents are primes (e.g., A062608)
Susanne Wienand
- [seqfan] slowest-growing "accelerating" sequence
Jon Wild
- [seqfan] Re: slowest-growing "accelerating" sequence
Jon Wild
- [seqfan] Re: slowest-growing "accelerating" sequence
Jon Wild
- [seqfan] Re: Prove that these exponents are primes (e.g., A062608)
eric41293 at comcast.net
- [seqfan] Re: Seq A144005 = A014623 ?
allouche at math.jussieu.fr
- [seqfan] Re: Prove that these exponents are primes (e.g., A062608)
israel at math.ubc.ca
- [seqfan] Re: strangeness in A008290 : Triangle T(n, k) of rencontres numbers
franktaw at netscape.net
- [seqfan] Re: slowest-growing "accelerating" sequence
franktaw at netscape.net
- [seqfan] Re: Fibonacci sequences sharing no terms
franktaw at netscape.net
- [seqfan] Re: Can you identify this decimalized expansion?
rkg
- [seqfan] Re: Can you identify this decimalized expansion?
rkg
- [seqfan] Re: The two square composite sequence.
Robert G. Wilson v
Last message date:
Mon Sep 30 16:40:34 CEST 2013
Archived on: Sun Jan 15 12:29:02 CET 2023
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