Author: Vincent Vega
Date: 21:56:19 03/16/00
On March 16, 2000 at 23:48:43, Hans Havermann wrote: >On March 16, 2000 at 10:41:56, blass uri wrote: > >>My program calculated an upper bound(ignoring things like side to move, >>50 moves rule) and found 3.7010630121207222927827147741452119115968e46 > >>Retko v.tomic found a smaller number and I do not remmeber the number >>but it was not less that 1e46. > >The estimate 64!/(32!*8!^2*2!^6) ~ 10^43 is given by Shannon in his >seminal paper "Programming a Computer for Playing Chess", Phil. Mag. >41 (1950) 256-275 (also in D. Levy's "Computer Chess Compendium"). Whatever the exact number is, it means that chess could be solved in 50-60 years if Moore's Law holds. That's a big if, but it could happen even sooner if advances like practical quantum computers occur.
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