We present a model of the job market in which the number of workers and companies is uncertain, representing the job search activity as a Poisson game. We allow for heterogeneity of workers and companies and show that in equilibrium more productive types choose higher terms of trade. The Poisson...

This paper presents a model of the jobmarket in which the number of workers and companies is a Poisson random variable, as in Poisson games. The model has undominated equilibria that share some properties with directed search, while preserving some erratic elements typical of random search

We construct a Cournot model in which firms have uncertainty about the total number of firms in the industry. We model such an uncertainty as a Poisson game and we characterize the set of equilibria after deriving some novel properties of the Poisson distribution. When the marginal cost is...

A tournament is a simultaneous n-player game that is built on a two-player game g. We generalize Arad and Rubinstein's model assuming that every player meets each of his opponents twice to play a (possibly) asymmetric game g in alternating roles (using sports terminology, once "at home" and once...