Titlebook: Constrained Optimization and Optimal Control for Partial Differential Equations; Günter Leugering,Sebastian Engell,Stefan Ulbrich Book 201

malign

弯曲的人

暴行

Computing Covariance Matrices for Constrained Nonlinear Large Scale Parameter Estimation Problems UsIn the paper we show how, based on the preconditioned Krylov subspace methods, to compute the covariance matrix of parameter estimates, which is crucial for efficient methods of optimum experimental design.

abreast

色情

otic-capsule

自作多情

Generalized Multilevel SQP-methods for PDAE-constrained Optimization Based on Space-Time Adaptive PDdifferential algebraic equations and point-wise control constraints. A newly developed generalized SQP-method is combined with an error based multilevel strategy and the state-of-the-art software package Kardos to allow the efficient resolution of different space and time scales in an adaptive manne

Atheroma

Projection Based Model Reduction for Optimal Design of the Time-dependent Stokes System in particular if the underlying system of PDEs represents a multi-scale, multi-physics problem. Therefore, reduced order modeling techniques such as balanced truncation model reduction, proper orthogonal decomposition, or reduced basis methods are used to significantly decrease the computational co

CLEFT

Automated Extension of Fixed Point PDE Solvers for Optimal Design with Bounded Retardationhnique that improves primal, dual feasibility and optimality simultaneously in each iteration step, thus coupling state and adjoint iteration and control/design update. Our goal is to obtain bounded retardation of this coupled iteration compared to the original one for the state, since the latter in

indignant

A Globalized Semi-smooth Newton Method for Variational Discretization of Control Constrained Elliptiion of pde constrained optimization with control constraints [HIK03, Ulb03] special emphasis has to be placed on the implementation, convergence and globalization of the numerical algorithm. In the present work we address all these issues following [HV]. In particular we prove fast local convergence