Advances in Dynamic Games: Theory, Applications, and Numerical Methods for Differential and Stochast

Part I Evolutionary Games.- 1 Some Generalizations of a Mutual Mate Choice Problem with Age Preferences.- 2 Signalling Victory to Ensure Dominance: A Continuous Model.- 3 Evolutionary Games for Multiple Access Control.- 4 Join Forces or Cheat: Evolutionary Analysis of a Consumer-Resource System.- Part II Dynamic and Differential Games: Theoretical Developments.- 5 Strong Strategic Support of Cooperative Solutions in Differential Games.- 6 Characterization of Feedback Nash Equilibrium for Differential Games.- 7 Nash Equilibrium Payoffs in Mixed Strategies.- 8 A Penalty Method Approach for Open-Loop Variational Games with Equality Constraints.- 9 Nash Equilibrium Seeking for Dynamic Systems with Non-Quadratic Payoffs.- 10 A Uniform Tauberian Theorem in Optimal Control.- 11 E-equilibria for Multicriteria Games.- 12 Mean Field Games with Quadratic Hamiltonian: A Constructive Scheme.- Part III Pursuit-Evasion Games and Search Games.- 13 Differential Game-Theoretic Approach to a Spatial Jamming Problem.- 14 Study of Linear Game with Two Pursuers and One Evader: Different Strength of Pursuers.- 15 Salvo Enhanced No Escape Zone.- 16 One Method of Solving Differential Games Under Integrally Constrained Controls.- 17 Anglers' Fishing Problem.- 18 A Nonzero-Sum Search Game with Two Competitive Searchers and a Target.- Part IV Applications of Dynamic Games.- 19 Advertising and Price to Sustain the Brand Value in a Licensing Contract.- 20 Cost-Revenue Sharing in a Closed-Loop Supply Chain.