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- W4252382166 abstract "In symmetric two-person zero-sum games, both players are guaranteed the existence of a mixed strategy that can prevent a negative expectation. Symmetric games were given particular consideration by Borel. One can restrict attention to symmetric games, since every game can be viewed as part of a symmetric game. The minimax value of a symmetric game is known a priori; it is zero. A typical problem of linear optimization deals with a simple model of a production process and its optimal control. A decision has to be made as to the various quantities in which various products should be produced. There are a number of algorithms for solving linear optimization problems. The most frequently used is George Dantzig’s simplex algorithm. For difficult cases, which arise seldom in practice, there is a better algorithm, discovered in 1984 by Karmarkar. The idea of Dantzig’s simplex algorithm is based on the geometric interpretation of a linear optimization problem." @default.
- W4252382166 created "2022-05-12" @default.
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- W4252382166 date "2021-03-08" @default.
- W4252382166 modified "2023-09-27" @default.
- W4252382166 title "Symmetric Games" @default.
- W4252382166 cites W4212900445 @default.
- W4252382166 doi "https://doi.org/10.1201/9781003092872-39" @default.
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