Difference between revisions of "Perfect information (game theory)"
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Revision as of 04:40, 18 February 2016
In game theory, perfect information is a game situation in which an agent is theorized to have all relevant information with which to make a decision.
Perfect information is characteristic principle in Combinatorial game theory, which favors games whose position is public to both players, and in which the set of available moves is also public.
See also
External links
- Perfect information @ Wikipedia
