From charlesreid1

(Created page with "{{ConstantsFlag}} Lower bound estimate on the number of possible chess games (game-tree complexity of chess): <math> \dfrac{64!}{32! 8!^2 2!^6} </math> which is <math> \...")
 
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\sim 10^{43}
\sim 10^{43}
</math>
</math>
Link: https://en.wikipedia.org/wiki/Shannon_number

Latest revision as of 20:57, 16 July 2017




Lower bound estimate on the number of possible chess games (game-tree complexity of chess):

$ \dfrac{64!}{32! 8!^2 2!^6} $

which is

$ \sim 10^{43} $


Link: https://en.wikipedia.org/wiki/Shannon_number