1 Introduction.- Part I Noncooperative Games.- 2 Discrete Static Games .- 3 Continuous Static Games.- 4 Relation to Other Mathematical Problems.- 5 Existence of Equilibria.- 6 Computation of Equilibria.- 7 Special Matrix Games.- 8 Uniqueness of Equilibria.- 9 Repeated and Dynamic Games.- 10 Games under Uncertainty.- Part II Cooperative Games.- 11 Solutions based on Characteristic Functions.- 12 Conflict Resolution.- 13 Multiobjective Optimization.- 14 Social Choice.- 15 Case Studies and Applications.- Appendices.- A Vector and Matrix Norms.- B Convexity, Concavity.- C Optimum Conditions.- D Fixed Point Theorems.- E Monotonic Mappings.- F Duality in Linear Programming.- G Multiobjective Optimization.- H Stability and Controllability.- References.
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