Partial sums of antagonistic games and their applications

  • Mihail M. Lutsenko Saint-Petersburg State University of Economics
  • Михаил Михайлович Луценко Saint-Petersburg State University of Economics
Keywords: zero-sum game, matrix game, non-cooperative game, large payoff matrices, partial sum games

Abstract

An abstract algebraic approach to the formation of high-dimensional matrix games is proposed. The considered class of games includes, in particular, statistical games. A general method for constructing randomized decision rules for the problem of estimating the parameter of a discrete random variable is discussed. For economically significant tasks, the cost of additional observation is calculated.

Published
2024-12-06
How to Cite
Lutsenko, M., & Луценко, М. (2024). Partial sums of antagonistic games and their applications. Mathematical Game Theory and Applications, 16(4), 21-44. https://doi.org/10.17076/mgta_2024_4_85