This note gives explicit formulas for the non-expected utility Nash- as well as the Kalai-Smorodinsky bargaining solution.

We extend the standard evolutionary model of Kandori, Mailath, andRob (1993) to incorporate time-varying aggregate and idiosyncraticshocks separately in coordination games.We show that both types of shocks have a different effect on theinvariant distribution over the different equilibria of dthe...

The model of 2 x 2 coordination games in Kandori, Mailath, and Rob (Econometrica 1993) is extended to allow for a mutation rate that is stochastic over time. The expected time the system spends in the risk dominated equilibrium is systematically underestimated by the standard model in Kandori,...

We consider a local interaction model with a population on an h dimensional torus, in which in each round of play a random player gets a learning draw. This player plays a k+1 action stage game with players in his neighborhood, compares his own average payoff with the average payoff of the...

We extend the standard evolutionary model of Kandori, Mailath, and Rob (1993) to incorporate time-varying aggregate and idiosyncratic shocks separately in coordination games. We show that both types of shocks have a different effect on the invariant distribution over the different equilibria of...