Keywords
game theory; matrix game; zero-sum game; Brown–Robinson method; iterative method; optimal strategy; upper value of the game; lower value of the game.
How to Cite
[1]
L. CHIRIAC and N. JOSU, “Implementation of the Brown–Robinson method for solving zero-sum matrix games”, ActaEd, vol. 41, no. 3, pp. 7-16, Nov. 2025.
Abstract
This article examines the implementation of the Brown–Robinson method for solving zero-sum matrix games. It presents the theoretical foundations of the method and describes the iterative algorithm employed in this context. A practical example illustrates the step-by-step application of the method and highlights the significance of the results obtained. The study emphasizes the method’s effectiveness in identifying optimal strategies and its relevance within game theory.
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