Non-Smooth and Complementarity-Based Distributed Parameter Systems
portes grátis
Non-Smooth and Complementarity-Based Distributed Parameter Systems
Simulation and Hierarchical Optimization, Part II
Hintermueller, Michael; Ulbrich, Stefan; Herzog, Roland; Ulbrich, Michael; Kanzow, Christian
Springer Nature Switzerland AG
07/2026
476
Dura
Inglês
9783032122087
Pré-lançamento - envio 15 a 20 dias após a sua edição
Descrição não disponível.
Chapter 1. Numerical Approximation of Optimal Convex Shapes in R3.- Chapter 2. Multiobjective Optimization of Non-Smooth PDE-Constrained Problems.- Chapter 3. Bilevel Optimal Control: Theory, Algorithms, and Applications.- Chapter 4. Identification of Stress in Heterogeneous Contact Models.- Chapter 5. Multi-scale control concepts for transport-dominated problems.- Chapter 6. A Calculus for Non-Smooth Shape Optimization with Applications to Geometric Inverse Problems.- Chapter 7. Shape optimisation in the Lipschitz topology.- Chapter 8. Constrained Mean Field Games: Analysis and Algorithms.- Chapter 9. Analysis and stationarity for risk-averse optimisation with variational inequality constraints.- Chapter 10. Non-monotone proximal gradient methods in infinite-dimensional spaces with applications to non-smooth optimal control problems.- Chapter 11. Non-uniform Grid Refinement for the Combinatorial Integral Approximation.- Chapter 12. Simulation and Optimal Control of Rate-independent Systems with Non-Convex Energies.- Chapter 13. Quadratic Regularization of Bilevel Optimal Transport Problems in In-/Finite Dimensions.- Chapter 14. Coefficient Control of Variational Inequalities.- Chapter 15. Nonsmooth Multi-Level Optimization Algorithms for Energetic Formulations of Finite-Strain Elastoplasticity.- Chapter 16. Optimal transport networks and their duals.- Chapter 17. Shape & Topology Optimization for the Mitigation of Coastal Erosion.- Chapter 18. Shape optimization in the space of piecewise-smooth shapes for the Bingham flow variational inequality.- Chapter 19. Theory and Solution Methods for Generalized Nash Equilibrium Problems with Application to Networks of Nonlinear Hyperbolic Conservation Laws.- Chapter 20. Regularity Result for Hyperbolic Maxwell Quasi-Variational Inequalities in Type-II Superconductivity.
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Non-smooth Systems;Distributed Parameter Systems;Complementarity;Optimal Control;Hierarchical Optimization
Chapter 1. Numerical Approximation of Optimal Convex Shapes in R3.- Chapter 2. Multiobjective Optimization of Non-Smooth PDE-Constrained Problems.- Chapter 3. Bilevel Optimal Control: Theory, Algorithms, and Applications.- Chapter 4. Identification of Stress in Heterogeneous Contact Models.- Chapter 5. Multi-scale control concepts for transport-dominated problems.- Chapter 6. A Calculus for Non-Smooth Shape Optimization with Applications to Geometric Inverse Problems.- Chapter 7. Shape optimisation in the Lipschitz topology.- Chapter 8. Constrained Mean Field Games: Analysis and Algorithms.- Chapter 9. Analysis and stationarity for risk-averse optimisation with variational inequality constraints.- Chapter 10. Non-monotone proximal gradient methods in infinite-dimensional spaces with applications to non-smooth optimal control problems.- Chapter 11. Non-uniform Grid Refinement for the Combinatorial Integral Approximation.- Chapter 12. Simulation and Optimal Control of Rate-independent Systems with Non-Convex Energies.- Chapter 13. Quadratic Regularization of Bilevel Optimal Transport Problems in In-/Finite Dimensions.- Chapter 14. Coefficient Control of Variational Inequalities.- Chapter 15. Nonsmooth Multi-Level Optimization Algorithms for Energetic Formulations of Finite-Strain Elastoplasticity.- Chapter 16. Optimal transport networks and their duals.- Chapter 17. Shape & Topology Optimization for the Mitigation of Coastal Erosion.- Chapter 18. Shape optimization in the space of piecewise-smooth shapes for the Bingham flow variational inequality.- Chapter 19. Theory and Solution Methods for Generalized Nash Equilibrium Problems with Application to Networks of Nonlinear Hyperbolic Conservation Laws.- Chapter 20. Regularity Result for Hyperbolic Maxwell Quasi-Variational Inequalities in Type-II Superconductivity.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
