Description
partial differential equation methods in control and shape analysis
lecture notes in pure and applied mathematics
Lecture Notes in Pure and Applied Mathematics Series
Coordinator: Da Prato Giuseppe
Language: EnglishSubject for partial differential equation methods in control and...:
Keywords
Optimal Stopping Time Problems; Inverse Geometrical Problems; hilbert; Algebraic Riccati Equations; space; JEAN PAUL; proposit; Saddle Point Formulation; derivative; Shape Boundary Derivative; optimal; Oriented Distance Function; problem; Shape Derivative; free; Free Boundary Problem; boundary; Mild Solution; sophia; Shape Optimization Problem; antipolis; Shape Sensitivity Analysis; HamiltonJacobi Equation; Energy Functional; Boundary Control Problems; Banach Space; Hilbert Spaces; Optimal Control Problems; Dynamic Programming Techniques; Finite Horizon Optimal Control Problem; Backward Stochastic Differential Equations; Mixed Finite Element Formulation; Optimal Stopping Time; JQ JQ; Pontryagin's Principle
· 17.8x25.4 cm · Hardback
Description
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