In this paper we consider Nash equilibria in Q‐Cyclic n‐person games. This family of games was introduced by (Marchi and Quintas (1983)). It is a subfamily of the Polymatrix Games (Yanovskaya (1968)). We analyze properties of Q‐Cyclic games. We review the conditions of uniqueness and we present the construction of families of games with unique Nash equilibrium. We also mention the relation of these games with a dynamic model for analyzing corruption evolution (Accinelli, Martins, Oviedo, Pinto and Quintas(2017)).
Luis Guillermo Quintas Universidad Nacional de San Luis, Argentina