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List of forum topicsenQuasi-random numbers (almost)
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With a irrational, let x(n) = {a n}, the fractional part of {a n}.

What can be said about (1) The "distribution" of sum (k = 1 to n)]]>Oct 11, 2017 9:06:08 PMOct 11, 2017 9:06:08 PMarthur.rubin.669@gmail.com0Re: Mathematical Problem - unsolved
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> > > > The goal is to find general]]>Sep 29, 2017 6:36:31 AMSep 29, 2017 6:36:31 AMscience-guru0Re: Mathematical Problem - unsolved
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> > The goal is to find general equations for for all 26 Probability > functions Wi depending on the target]]>Sep 28, 2017 1:24:15 PMSep 28, 2017 1:24:15 PMdavid.c.hobby@gmail.com1Mathematical Problem - unsolved
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Problem Description

The target is to describe every point on a unit sphere by a probability distribution over the 26 points of the grid]]>Sep 27, 2017 8:49:46 AMSep 27, 2017 8:49:46 AMscience-guru2Re: Pattern Found involving primes
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> Hi .. I discovered a pattern that builds a structure using the]]>Sep 24, 2017 12:51:56 PMSep 24, 2017 12:51:56 PMmathedman@hotmail.com0Re: Pattern Found involving primes
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wrote:

> Hi .. I discovered a pattern that]]>Sep 24, 2017 12:49:43 PMSep 24, 2017 12:49:43 PMdavid.c.hobby@gmail.com0Pattern Found involving primes
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Hi .. I discovered a pattern that builds a structure using the natural numbers.. I believe it to be the actual geometry of the numbers and]]>Sep 23, 2017 5:10:58 PMSep 23, 2017 5:10:58 PMhouston2Re: Dodging Holes in the Plane
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> If the union of a countable pairwise disjoint collection of > bounded, simply]]>Aug 28, 2017 5:45:04 PMAug 28, 2017 5:45:04 PMBILL_NOSPAM@whoknows.net0Dodging Holes in the Plane
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If the union of a countable pairwise disjoint collection of bounded, simply connected open sets is removed from the real plain, is the]]>Aug 28, 2017 9:07:20 AMAug 28, 2017 9:07:20 AMmarsh@panix.com1Re: A simple, elegant, ab initio first-order presentation of Category Theory?
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On Tuesday, July 18, 2017 at 7:37:23 PM UTC-5, rockbr...@gmail.com wrote: > I was looking for different ways to do]]>Aug 11, 2017 6:13:14 AMAug 11, 2017 6:13:14 AMrockbrentwood@gmail.com0