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Group: talk.politics.misc · Group Profile · Search for Rationable in talk.politics.misc
Author: Shrikeback
Date: Jun 7, 2010 18:58
I've been looking at a zeta function to produce the primes and have come up with the following: Table[D[FindSequenceFunction[Table[Rationalize[ i^m N[Zeta[1 - m, (-i - 1)/i] + Zeta[1 - m, -(1/i)], 80]], {i, 80}] , n],{n, m}], {m, 30}] output : 2, 5/3, 6, 122/5, 120, 5000/7, 5040, 40656, 362880, 39312000/11, 39916800, 6489711360/13, 6227020800, 72648576000, 1307674368000, 671011307366400/17
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Group: fr.sci.astrophysique · Group Profile · Search for Rationable in fr.sci.astrophysique
Author: Pentcho Valev
Date: May 14, 2010 00:49
On Thu, 13 May 2010 11:57:50 -0700, El Castor <No_One@Here.Com> wrote: On Wed, 12 May 2010 18:52:44 -0700, Rita <rtkngkd@gmail.com> wrote: On Wed, 12 May 2010 18:37:51 -0700, Rumpelstiltskin <PleaseDoNotReplyByEmail@nowhere.net> wrote: On Wed, 12 May 2010 09:45:39 -0700 (PDT), GLOBALIST <free.tuneup@gmail.com> wrote: Actually, you're confusing apples and acorns to
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