Neyman A. Lecture Notes: Mathematical Economics 2006/7.  2006.

Neyman A. Exam: Topics in game theory.  2005.

Neyman A. Stochastic Games: Take home exam 2004.  2004.

Neyman A. GT: Brouwer's FPT .  2004.

Neyman A. Exam Review.  2004.

Neyman A. Supplementary notes.  2004.

SHAPLEY LS. Chapter 1: Stochastic games.  2003.

Neyman A. Chapter 2: From Markov chains to stochastic games .  2003.

Sorin S. Chapter 3: Classification and basic tools.  2003.

VRIEZE OJ. Chapter 4: Stochastic games and stationary strategies.  2003.

Sorin S. Chapter 5: Discounted stochastic games: The finite case.  2003.

Neyman A. Chapter 6: Real algebraic tools in stochastic games.  2003.

NOWAK ANDRZEJS. Chapter 7: Zero-sum stochastic games with Borel state spaces.  2003.

NOWAK ANDRZEJS. Chapter 8: N-person stochastic games: Extensions of the finite state space case and correlation (2003) .  2003.

Mertens JF. Chapter 9: A measurable ``measurable choice'' theorem.  2003.

Mertens JF, PARTHASARATHY TES. Chapter 10: Equilibria for discounted stochastic games.  2003.

Neyman A. Chapter 11: Stochastic games: Existence of the minmax.  2003.

THUIJSMAN FRANK. Chapter 12: The big match and the paris match.  2003.

THUIJSMAN FRANK. Chapter 13: Repeated games with absorbing states.  2003.

VRIEZE OJ. Chapter 14: Stochastic games, practical motivation and the orderfield property for special classes.  2003.

RAGHAVAN TES. Chapter 15: Finite-step algorithms for single-controller and perfect information stochastic games.  2003.

THUIJSMAN FRANK. Chapter 16: Recursive games.  2003.

Solan E. Chapter 17: Perturbations of Markov chains with applications to stochastic games.  2003.

VIEILLE NICOLAS. Chapter 18: Two-player non-zero-sum games: A reduction.  2003.

VIEILLE NICOLAS. Chapter 19: On a class of recursive games    .  2003.

Solan E. Chapter 20: Uniform equilibrium: More than two players.  2003.

Sorin S. Chapter 21: Symmetric incomplete information games as stochastic games.  2003.

COULOMB JEAN-MICHEL. Chapter 22: Absorbing games with a signalling structure.  2003.

MAITRA A, SUDDERTH W. Chapter 23: Stochastic Games with lim sup Payoff.  2003.

MAITRA A, SUDDERTH W. Chapter 24: Stochastic Games with Borel Payoffs.  2003.

Sorin S. Chapter 25: Stochastic games with incomplete information.  2003.

Neyman A. Chapter 26: Stochastic games and nonexpansive maps.  2003.

Sorin S. Chapter 27: The operator approach to zero-sum stochastic games.  2003.

COULOMB JEAN-MICHEL. Chapter 28: Games with a recursive structure.  2003.

AMIR RABAH. Chapter 29: Stochastic games in economics: The lattice-theoretic approach.  2003.

AMIR RABAH. Chapter 30: Stochastic games in economics and related fields: An overview.  2003.