Infinite Horizon Optimal Control: Deterministic and Stochastic Systems |
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Contents
Dynamical Systems with Unbounded Time Interval in Engineering | 1 |
Necessary Conditions and Sufficient Conditions for Optimality 2 2 2 2 2 2 | 20 |
Asymptotic Stability and the Turnpike Property in Some Simple Con | 32 |
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Infinite Horizon Optimal Control: Theory and Applications Dean A. Carlson,Alain Haurie Limited preview - 2013 |
Common terms and phrases
absolutely continuous admissible control admissible pair admissible trajectories assume Assumption 4.1 asymptotic stability Bellman equation bounded Chapter compact concave function consider constant constraint continuous function control system convergence convex convex set defined denote deterministic emanating from ro example existence of overtaking fo(x given growth condition Hamilton-Jacobi equation Hamiltonian system holds horizon optimal control hypotheses implies infinite horizon optimal infinity initial value integral Jr(xo JT(xo Lebesgue measure Lemma lim inf lim sup lim x(t linear Lipschitz continuous Lo(x matrix maximal maximum principle modified Hamiltonian system Moreover N₁ obtained optimal control problem overtaking optimal solution reduction to finite Remark result satisfies Section semigroup sequence stationary point subset sufficient conditions T₁ Theorem trajectory emanating turnpike property uniformly unique upper semicontinuous variable weakly overtaking optimal ән მე
References to this book
Control and Game-Theoretic Models of the Environment Jerzy Filar,Carlo Carraro No preview available - 1995 |