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In article <[EMAIL PROTECTED]>, Parth wrote: > the game is as follows: > > Agent 2 > > C D > ________________ > | | | > C | 3, 3 | 1, 5 | > |_______|_______| > Agent 1 | | | > D | 5, 1 | 0, 0 | > | ______|_______| > > > The game is to be played 1000 times against another agent... No fixed > strategy seems to work against all other fixed stategies... suggest > some cooperative mixed strategy for this game please. There is something missing from your description. If it is just a contest between two agents to see who has the best total after 1000 matches, then the optimal strategy is for each player to use a pure strategy of choosing D. Only if there are multiple players or if each player cares only about their score is there an interesting problem.
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