Akio Matsumoto, Emeritus of Chuo University. Ferenc Szidarovszky, Professor, Corvinus University, Budapest.

• Introduction.- Noncooperative Games.- Discrete Static Games.- Continuous Static Games.- Relation to Other Mathematical Problems.- Existence of Equilibria.- Computation of Equilibria.- Special Matrix.- Uniqueness of Equilibria.- Repeated and Dynamic Games.- Games under Uncertainty.- Cooperative Games.- Solutions Based on Characteristic Functions.- Partial Cooperation.- Conflict Resolution.- Multiobjective Optimization.- Social Choice.- Case Studies and Applications of Static Games.- Case Studies and Applications of Repeated and Dynamic Games.

Akio Matsumoto, Emeritus of Chuo University. Ferenc Szidarovszky, Professor, Corvinus University, Budapest.

• Introduction.- Noncooperative Games.- Discrete Static Games.- Continuous Static Games.- Relation to Other Mathematical Problems.- Existence of Equilibria.- Computation of Equilibria.- Special Matrix.- Uniqueness of Equilibria.- Repeated and Dynamic Games.- Games under Uncertainty.- Cooperative Games.- Solutions Based on Characteristic Functions.- Partial Cooperation.- Conflict Resolution.- Multiobjective Optimization.- Social Choice.- Case Studies and Applications of Static Games.- Case Studies and Applications of Repeated and Dynamic Games.

Akio Matsumoto, Emeritus of Chuo University. Ferenc Szidarovszky, Professor, Corvinus University, Budapest.

• Introduction.- Noncooperative Games.- Discrete Static Games.- Continuous Static Games.- Relation to Other Mathematical Problems.- Existence of Equilibria.- Computation of Equilibria.- Special Matrix.- Uniqueness of Equilibria.- Repeated and Dynamic Games.- Games under Uncertainty.- Cooperative Games.- Solutions Based on Characteristic Functions.- Partial Cooperation.- Conflict Resolution.- Multiobjective Optimization.- Social Choice.- Case Studies and Applications of Static Games.- Case Studies and Applications of Repeated and Dynamic Games.