August 2013 Archives by date

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Starting: Thu Aug 1 07:06:38 CEST 2013
Ending: Sat Aug 31 06:25:17 CEST 2013
Messages: 126

• [seqfan] Re: A108552 and iit's ratonal multiples!   DAN_CYN_J
• [seqfan] 2^(n - 1) + p(n) = p(k)?   юрий герасимов
• [seqfan] Asymptotics of sum of the first n primes with a remainder term   Vladimir Shevelev
• [seqfan] Re: 2^(n - 1) + p(n) = p(k)?   Olivier Gerard
• [seqfan] Re: All the metal mean sequence primes.   Neil Sloane
• [seqfan] Re: 2^(n - 1) + p(n) = p(k)?   Robert G. Wilson v
• [seqfan] Re: 2^(n - 1) + p(n) = p(k)?   L. Edson Jeffery
• [seqfan] Re: A summer seq with second differences   Veikko Pohjola
• [seqfan] Re: A summer seq with second differences   Eric Angelini
• [seqfan] Re: A summer seq with second differences   Veikko Pohjola
• [seqfan] Fwd: A summer seq with second differences   Veikko Pohjola
• [seqfan] Please help to check A074140.   Peter Luschny
• [seqfan] Re: Please help to check A074140.   Wouter Meeussen
• [seqfan] Re: Please help to check A074140.   Peter Luschny
• [seqfan] Re: Please help to check A074140.   Heinz, Alois
• [seqfan] Re: Please help to check A074140.   L. Edson Jeffery
• [seqfan] Re: Please help to check A074140.   Peter Luschny
• [seqfan] A001495   David Newman
• [seqfan] Re: Please help to check A074140.   franktaw at netscape.net
• [seqfan] Re: A001495   israel at math.ubc.ca
• [seqfan] Re: A001495   David Newman
• [seqfan] Re: A001495   israel at math.ubc.ca
• [seqfan] Re: Please help to check A074140.   David Wilson
• [seqfan] Re: A001495   Neil Sloane
• [seqfan] Withdrawing my "low quality" submitted sequences   Raman
• [seqfan] Re: Withdrawing my "low quality" submitted sequences   Neil Sloane
• [seqfan] Re: All the metal mean sequence primes.   Jess Tauber
• [seqfan] Re: Withdrawing my "low quality" submitted sequences   Raman
• [seqfan] Can more of these terms be found?   DAN_CYN_J
• [seqfan] Re: Withdrawing my "low quality" submitted sequences   Alonso Del Arte
• [seqfan] A007114   franktaw at netscape.net
• [seqfan] Sum( floor( k^2/n ), k=1..n)   Charles Greathouse
• [seqfan] Listing articles under links   Susanne Wienand
• [seqfan] Re: Sum( floor( k^2/n ), k=1..n)   Neil Sloane
• [seqfan] Re: Sum( floor( k^2/n ), k=1..n)   franktaw at netscape.net
• [seqfan] Re: Sum( floor( k^2/n ), k=1..n)   israel at math.ubc.ca
• [seqfan] Squares of digits of primes   Victor Miller
• [seqfan] Re: Sum( floor( k^2/n ), k=1..n)   israel at math.ubc.ca
• [seqfan] Re: Squares of digits of primes   israel at math.ubc.ca
• [seqfan] Re: Listing articles under links   allouche at math.jussieu.fr
• [seqfan] Re: Can more of these terms be found?   Lars Blomberg
• [seqfan] Re: Listing articles under links   Richard J. Mathar
• [seqfan] Re: Listing articles under links   Charles Greathouse
• [seqfan] Re: Withdrawing my "low quality" submitted sequences   Robert G. Wilson v
• [seqfan] Re: Can more of these terms be found?   israel at math.ubc.ca
• [seqfan] Re: Can more of these terms be found?   israel at math.ubc.ca
• [seqfan] Re: Listing articles under links   Susanne Wienand
• [seqfan] Re: Can more of these terms be found?   Hans Havermann
• [seqfan] Re: Can more of these terms be found?   DAN_CYN_J
• [seqfan] Re: Can more of these terms be found?   Hans Havermann
• [seqfan] Possible error in A190660   Jeremy Gardiner
• [seqfan] Re: Possible error in A190660   Wouter Meeussen
• [seqfan] Re: Sum( floor( k^2/n ), k=1..n)   Max Alekseyev
• [seqfan] A technical question concerning edge cases.   Peter Luschny
• [seqfan] Re: Can more of these terms be found?   DAN_CYN_J
• [seqfan] Re: A technical question concerning edge cases.   franktaw at netscape.net
• [seqfan] Re: Can more of these terms be found?   Allan Wechsler
• [seqfan] Re: A007114   Max Alekseyev
• [seqfan] Re: Possible error in A190660   Jeremy Gardiner
• [seqfan] Re: Can more of these terms be found?   DAN_CYN_J
• [seqfan] Re: Can more of these terms be found?   Hans Havermann
• [seqfan] Re: Can more of these terms be found?   Allan Wechsler
• [seqfan] Re: Can more of these terms be found?   franktaw at netscape.net
• [seqfan] Re: Can more of these terms be found?   Jens Voß
• [seqfan] Re: Can more of these terms be found?   Hans Havermann
• [seqfan] Re: Can more of these terms be found?   Charles Greathouse
• [seqfan] Re: Can more of these terms be found?   Hans Havermann
• [seqfan] Re: Asymptotics of sum of the first n primes with a remainder term   Vladimir Shevelev
• [seqfan] Primes by concatenation   Eric Angelini
• [seqfan] Re: A100083   David Wilson
• [seqfan] Column Recurrences of Fibonacci Order   Ron Hardin
• [seqfan] Re: Can more of these terms be found?   David Wilson
• [seqfan] Binary sequences illustrated as SL walks   Richard J. Mathar
• [seqfan] Fwd: Iterates of n - A002828(n) ?   Antti Karttunen
• [seqfan] Re: Fwd: Iterates of n - A002828(n) ?   L. Edson Jeffery
• [seqfan] Re: Column Recurrences of Fibonacci Order   Neil Sloane
• [seqfan] Re: Column Recurrences of Fibonacci Order   Ron Hardin
• [seqfan] Re: Column Recurrences of Fibonacci Order   Ron Hardin
• [seqfan] Re: Can more of these terms be found?   Hans Havermann
• [seqfan] Re: Iterates of n - A002828(n) ?   Antti Karttunen
• [seqfan] Re: Iterates of n - A002828(n) ?   Charles Greathouse
• [seqfan] Re: Primes by concatenation   Neil Sloane
• [seqfan] Re: Primes by concatenation   Jack Brennen
• [seqfan] Re: Primes by concatenation   Heinz, Alois
• [seqfan] Re: Column Recurrences of Fibonacci Order = Tilings   Ron Hardin
• [seqfan] Trillions if not more of Semi-primes composites created within a large triangle number index.   DAN_CYN_J
• [seqfan] Re: Column Recurrences of Fibonacci Order = Tilings   Neil Sloane
• [seqfan] Decimal expansions related to Metallic Means, and Pascal Triangle   Jess Tauber
• [seqfan] BosonSampling and Pi^2/6   Charles Greathouse
• [seqfan] Re: Iterates of n - A002828(n) ?   Antti Karttunen
• [seqfan] Re: Decimal expansions related to Metallic Means, and Pascal Triangle   William Keith
• [seqfan] Re: Decimal expansions related to Metallic Means, and Pascal Triangle   Jess Tauber
• [seqfan] Distances between points in Pascal's triangle   Charles Greathouse
• [seqfan] Re: Binary sequences illustrated as SL walks   Kevin Ryde
• [seqfan] Sequence not in OEIS?   David Wilson
• [seqfan] Re: Distances between points in Pascal's triangle   franktaw at netscape.net
• [seqfan] Re: Sequence not in OEIS?   L. Edson Jeffery
• [seqfan] Re: Sequence not in OEIS?   Giovanni Resta
• [seqfan] Re: Sequence not in OEIS?   Neil Sloane
• [seqfan] is A122149 well-defined?   Max Alekseyev
• [seqfan] Re: Decimal expansions related to Metallic Means, and Pascal Triangle   Jess Tauber
• [seqfan] Re: Sequence not in OEIS?   Veikko Pohjola
• [seqfan] Re: Decimal expansions related to Metallic Means, and Pascal Triangle   William Keith
• [seqfan] Re: Sequence not in OEIS?   Charles Greathouse
• [seqfan] Digits of S differ by 1 (or 2, or 3...)   Eric Angelini
• [seqfan] Re: Can more of these terms be found?   Hans Havermann
• [seqfan] A129645 and A129646   franktaw at netscape.net
• [seqfan] Re: A129645 and A129646   Neil Sloane
• [seqfan] Re: Sequence not in OEIS?   Veikko Pohjola
• [seqfan] Re: Digits of S differ by 1 (or 2, or 3...)   Neil Sloane
• [seqfan] Re: Digits of S differ by 1 (or 2, or 3...)   Eric Angelini
• [seqfan] Re: A124240 = n's where (p-1)|n for all primes p|n?   Max Alekseyev
• [seqfan] Champernowne sieved   Eric Angelini
• [seqfan] Re: Digits of S differ by 1 (or 2, or 3...)   Andrew Weimholt
• [seqfan] Re: Digits of S differ by 1 (or 2, or 3...)   Eric Angelini
• [seqfan] Re: Champernowne sieved   Neil Sloane
• [seqfan] Re: Champernowne sieved   Paul Tek
• [seqfan] Re: Champernowne sieved   Heinz, Alois
• [seqfan] Re: A124240 = n's where (p-1)|n for all primes p|n?   David Wilson
• [seqfan] A021085 and a constant derived from the primes.   L. Edson Jeffery
• [seqfan] Re: A021085 and a constant derived from the primes.   israel at math.ubc.ca
• [seqfan] Re: A124240 = n's where (p-1)|n for all primes p|n?   Max Alekseyev
• [seqfan] What numbers n have sum of digits(n!) which is itself a factorial?   Charles Greathouse
• [seqfan] Re: What numbers n have sum of digits(n!) which is itself a factorial?   Neil Sloane
• [seqfan] Re: What numbers n have sum of digits(n!) which is itself a factorial?   Charles Greathouse
• [seqfan] Series Satisfying Certain Functional Equations   Paul D Hanna

Last message date: Sat Aug 31 06:25:17 CEST 2013
Archived on: Sat Aug 31 06:27:21 CEST 2013

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