Two‐person games for uncertain random singular dynamic systems

A complex system exhibiting uncertainty as well randomness may be portrayed by an uncertain random singular difference equation. This paper investigates two-person nonzero-sum and zero-sum games based on equations. First, approach is proposed to translate the game into equivalent for a standard dynamic system. The relevant recursive equations are developed search Nash equilibrium converted game. Solving related yields solution such Following that, Max-Min Theorem provided finding saddle-point of Finally, numerical example offered demonstrate validity findings.