User talk:Billymac00

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18:11, 5 Sep 2004 (UTC)my background includes some knowledge about the following: Webb Institute, Wisconsin, bilinear transformation/IIR filters, post-tax investing, control systems engineering, number theory, and chess engines among other things.

[edit] personal page

User_talk:Billymac00 /Archive 1

I now have a wiki page: [1]

[edit] Prime Numbers

ok, a few comments based on my work in 2007

a) Please do not refer to the distribution of prime numbers as "random". While the exactItalic text placement of the primes may be non-obvious and not "predictable", their distribution is concretely definable and "predictable" by numerics.

b) using my 2007 conjecture (MC), it is very easy to quickly generate 200 digit primes. I can provide the 22-line Pari script code.

c) I continue to appreciate all constructive dialog from many sharp people out there.

d) I have several speculations/claims that fall out from the MC (none mathematically proved):

       1.  MC will continue to hold beyond 32-bit number range, and indeed will not fail.  Of course this implies GC is true.

       2.  MC numerics will produce Goldbach partitions for EVERY odd prime P not adjacent to a A129912 term, in the range 0 to 2P.
 This tailors with the work of Robert Potter and his conjecture.  A simple example is 37, for which its partition is found within

0 to 60, specifically 60=37+23 or 37-7=30. Another is 83, found within 0-120, specifically 120=83+37 or 83-23=60.

       3.  Failure of MC would not bode well for GC (and vice versa)

       4.  The MC allows for base composite testing of candidate pairs, allowing for somewhat faster elimination of composites.

A trivial example is 39. The finite evaluations are via 60-39 or (39,21), 39-30 or (39,9), 39-12 or (39,27), 39-6 or (39,33), 39-2 or (39,37). Applying the well-known digit sum test, the first four could be immed rejected with digit sums multiples of 3 for either of the pair. This is more relevant for larger numbers. A hypothetical example would be having to check if 33333333331 is prime and checking it against a last remaining sequence term 66666666664. The difference having to be prime is 33333333333, clearly composite and so 3333333331 is composite.

       5.  No discussion about the distribution of prime numbers is complete without reference to the primorials.  Both the

numerics and spatial location of primes is driven by same. I don’t pretend to understand the intricacies of RH but know it relates to the same area.

       6.  I suspect OEIS A129912 is linked to the location of Twin Primes.  The prediction correlation data is on my webpage

       7.  It would be hard to imagine a workable, complete primality scheme making use of the MC.  However, it provides a

mechanism to efficiently (quickly) target primes of any desired size, having computed only the base primes for the primorial terms.
--Billymac00 (talk) 20:10, 25 December 2007 (UTC)

[edit] Image:QBrating.xls listed for deletion

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I hope to contribute a specific article on chess engine programming at some point and would like non-flaming feedback at some point. Rough Outline: Board Representation Move Notation Move Evaluation - general Move Evaluation - numeric Play Options Interface Platform - OS/processor Language Tuning List of move codes (partial)

[edit] Your addition to WP:3O

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[edit] Speedy deletion of Blakes on Telegraph

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[edit] Yacht club

I had just edited the institute's page, prompting some nonsense from the rabble. Your categorization struck me as more of the same, sorry to say. I was briefly into naval architecture, in a Wiki way, as a result of my research into Charles A. Curtze. Curtze and his boss resigned from the Bureau of Ships during the Vietnam War. The boss, William A. Brockett, served as president of Webb after his resignation from the Navy. Curtze died in Erie over Christmas, so I ended up writing Wiki articles about both men and learning a bit about BuShips and Webb along the way.--Pat (talk) 05:49, 13 February 2008 (UTC)

[edit] Conjecture proof

from a recent email from Simon Horvat (who I have never met), I believe a fairly straightfwd proof of my conjecture is now in hand. I defer to Mr Horvat for the time being ....

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