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PURSUITEVASION PROBLEMS AND AEROSPACE APPLICATIONS
Air Combat Aiming with a Game in the Lag of the Radar Data
Control Strategies in a Planar Pursuit Evasion Game with Energy Constraints
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admissible aiming air combat aircraft algorithm analysis Applications approach approximation assume assumption boundary bounded combat game computation consider constraint control problem convergence corresponding defined delay systems denote deterministic DG game differential equation differential game differential game theory discrete discrete-time disturbance attenuation dynamic programming equilibrium evader exists feedback finite flight formulation game solution game theory given Guidance Hamilton-Jacobi equations Hamiltonian horizon problem IEEE Infiltrator initial Lemma Math mathematical matrix method minimax minimize missile Nash equilibrium obtained opponent optimal control optimal strategies paper parameter payoff perturbation play player Proof pursuer pursuit pursuit-evasion pursuit-evasion game quadratic quadratic differential respectively result Riccati equation robust stability saddle point satisfied Shinar singular solving space speed stochastic games subgame surface target set terminal node Theorem 3.1 time-varying systems two-target game type operator equation unique value function variables vector velocity viscosity solutions windshear zero