The notion of the infinite population limit of large population games where agents are
realized by controlled stochastic dynamical systems is introduced. The theory of infinite …

The theory of monotone comparative statics and supermodular games is presented as the
appropriate tool to model complementarities. The approach, which has not yet been fully …

We reconsider the Cournot oligopoly problem in light of the theory of supermodular games.
Invoking the recent ordinal version of this theory proposed by Milgrom and Shannon, we …

We provide a general model of dynamic competition in an oligopolistic industry with
investment, entry, and exit. To ensure that there exists a computationally tractable Markov …

In the framework of symmetric Cournot oligopoly, this paper provides two minimal sets of
assumptions on the demand and cost functions that imply respectively that, as the number of …

We reconsider Stackelberg's classical critique of the Cournot duopoly, in the framework of
endogenous timing for two-player games. For quantity duopoly we provide different sets of …

Discover the very latest game-theoretic approaches for designing, modeling, and optimizing
emerging wireless communication networks and systems with this unique text. Providing a …

This article provides a comprehensive survey of models of dynamic games in the
exploitation of renewable and exhaustible resources. It includes dynamic games at the …

This chapter describes a number of results obtained in the last sixty years in the theory of
non-zero-sum discrete-time stochastic games. We overview almost all basic streams of …

STOCHASTIC GAMES* Contents 1. Introduction 1811 1.1. Definition 1811 1813 1813 1814 2.
The Big Match 1814 3. The discounted case Page 1 Chapter 47 STOCHASTIC GAMES …