ON THE DIRECT SUM AND TENSOR PRODUCT OF MATRIX GAMES,
Abstract:
A direct sum and tensor product of matrix games and of their equivalent linear programs are defined. The relationship of a composed game to the corresponding composed linear program is derived. Conditions are obtained for the solution of the direct sum or tensor product game to be determined from the solutions of the component games. Examples are given to show how many actual conflicts can be represented by direct sum or tensor product games. Author
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