Game equilibria and transient dynamics in dyad with heterogeneous agents

The article considers the development of the game model with the production and externalities of knowledge on a network with two-time periods, formulated in articles by V.D. Matveenko and A.V. Korolev. The simplest complete network with heterogeneous agents, the dyad, is considered. Agents differ in productivity. Dynamics in a dyad is considered. All possible game equilibria in the dyad and the conditions for their existence are found. Conditions for the dynamic stability of equilibria are determined.