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3.<b>Control vector iteration; Duality in optimal control with first order differential equations; Dynamic programming and Newton's method in unconstrained optimal control; Dynamic programming: Average cost per stage problems; Dynamic programming: Continuous-time optimal control; Dynamic programming: Discounted problems; Dynamic programming in clustering, Dynamic programming: Infinite horizon problems, overview; Dynamic programming: Inventory control; Dynamic programming: Optimal control applications; Dynamic programming: Stochastic shortest path problems; Dynamic programming: Undiscounted problems; High-order maximum principle for abnormal extremals; Infinite horizon control and dynamic games; MINLP: Applications in the interaction of design and control; Multi-objective optimization: Interaction of design and control; Multiple objective dynamic programming; Neurodynamic programming; Optimal control of a flexible arm; Optimization strategies for dynamic systems; Pontryagin maximum princi
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Publisher：Springer US
4.<b>Control vector iteration; Duality in optimal control with first order differential equations; Dynamic programming and Newton's method in unconstrained optimal control; Dynamic programming: Continuous-time optimal control, Dynamic programming: Optimal control applications, Hamilton–Jacobi–Bellman equation; MINLP: Applications in the interaction of design and control; Multi-objective optimization: Interaction of design and control; Optimal control of a flexible arm; Optimization strategies for dynamic systems; Robust control; Robust control: Schur stability of polytopes of polynomials; Semi-infinite programming and control problems; Sequential quadratic programming: Interior point methods for distributed optimal control problems; Suboptimal control</b> INFINITE HORIZON CONTROL AND
ContentType：Reference Work Entry
Publisher：Springer US
5.<b>Bilevel fractional programming; Combinatorial matrix analysis; Combinatorial optimization algorithms in resource allocation problem; Combinatorial optimization games; Complexity classes in optimization; Complexity of degeneracy; Complexity of gradients, Jacobians, and Hessians; Complexity theory; Complexity theory: Quadratic programming; Computational complexity theory; Evolutionary algorithms in combinatorial optimization; Fractional programming; Information-based complexity and information-based optimization; Kolmogorov complexity; Mixed integer nonlinear programming; Multi-objective combinatorial optimization; Neural networks for combinatorial optimization; NP-complete problems and proof methodology; Parallel computing: Complexity classes; Quadratic fractional programming: Dinkelbach method; Replicator dynamics in combinatorial optimization</b><b>Bilevel fractional programming; Combinatorial matrix analysis; Combinatorial optimization algorithms in resource allocation problems; C
ContentType：Reference Work Entry
Publisher：Springer US
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