Local Interactions and Switching Costs

We study the impact of switching costs on the long run outcome in 2 x 2 coordination games played in the circular city model of local interactions. For low levels of switching costs the predictions are in line with the previous literature and the risk dominant convention is the unique long run equilibrium. For intermediate levels of switching costs the set of long run equilibria still contains the risk dominant convention but may also contain conventions that are not risk dominant. For high levels of switching costs also non-monomorphic states will be included in the set of long run equilibria. Finally, we reconcile our result with a recent paper by Norman (2009) by considering the case of large interaction neighborhoods in large populations.