Let a aij and b bij be two n times m matrices
Let A = (aij ) and B = (bij ) be two n × m matrices representing two-player zerosum games in strategic form. Prove that the difference between the value of A and the value of B is less than or equal to
maxni=1 maxmj=1 |aij - bij|.
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let mnm be the space of matrices of order n times m representing two-player zero-sum games in which player i has n pure
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