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September 10, 2025Journal of Intelligent & Fuzzy Systems

Optimal Solutions for Constrained Bi-matrix Games with Fuzzy Rough Payoffs

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Authors

MBM. G. Brikaa

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Overview

This study demonstrates how to find equilibrium in bi-matrix games with fuzzy rough payoffs, suggesting new optimization methods for decision-making under uncertainty.

Key Points

  • The developed methodology establishes the existence of a fuzzy rough equilibrium value.
  • Five linear programming models compute equilibrium bounds based on fuzzy rough payoffs.
  • The method's effectiveness is validated through a case study on corporate environmental behavior.
  • Determining the equilibrium bounds incorporates uncertainties using α-cut-based optimization.

Cite This Study

M. G. Brikaa (2025) studied this question.

synapsesocial.com/papers/68c1a13354b1d3bfb60dc667https://doi.org/10.1177/18758967251361239
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