矩阵对策中纯策略可被优超的充要条件

Sufficient and Essential Condition for Covering the Pure Strateay in the Matrix Game

本文借助“Fakars定理”[2]的思想，给出了矩阵对策中局中人的某一纯策略可被其余纯策略的凸线性组合所伏超的充分必要条件。

This paper, based on Fakare-theorem, gives the sufficient and essential conditions under which apure strategy can be coverde by the convex liner coInbination of other strategies in the matrix game.