Titlebook: Optimal Control of Partial Differential Equations II: Theory and Applications; Conference held at t K.-H. Hoffmann,W. Krabs Book 1987 Sprin

Costume

Optimal Control of Partial Differential Equations II: Theory and Applications978-3-0348-7627-8Series ISSN 0373-3149 Series E-ISSN 2296-6072

壁畫

On a Certain Optimal Harvesting Problem with Continuous Age Structure,We consider an optimal harvesting problem for a population with continuous age and time structure. On the basis of a version of Pontryagin’s principle, we investigate the form of an optimal solution in a special situation..

Thyroid-Gland

On an Inverse Problem for a Nonlinear Heat Equation Connected with Continuous Casting of Steel,After describing the technical background that led to the inverse problem for a nonlinear heat equation considered in this paper, we prove existence, uniqueness and continuous-dependence results for the direct problem, uniqueness for the inverse problem and show how the stability can be restored in the inverse problem by a suitable a-priori bound.

Accommodation

On State Constrained Optimal Shape Design Problems,This paper is concerned with the following optimal design problem with constraints both on the state and on the control: . subject to

慢慢沖刷

An Application of Quasi Newton Methods to Pseudoparabolic Optimal Control Problems,We consider an infinite-dimensional version of the BFGS-method and investigate convergence properties for an implementable discretized version. This algorithm is taylored for an application to a boundary control problem with a pseudoparabolic differential equation. Numerical examples are given.

concert

Justification of Necessary Optimality Conditions for Certain Integral Functionals,We consider the justification of formally obtained first order optimality conditions to be satisfied by the minimizer of an integral functional. The functionals with which we are concerned need not be convex and are not differentiable. The principal hypothesis (H.) is merely that the integrand be “l(fā)ocally smooth where finite.”

bypass

揉雜

通便

,Kontrastierung: Famili?re Wirklichkeitskonstrukte am Beispiel der Bereiche Lebensplan und Schule,4 (überblick) und 7.1. (Retrospektive) einfliessen lassen. Darüber hinaus m?chte ich mich — angesichts des abgesteckten Themeninhalts “Migration und Schule” — auf den Wirklichkeitsbereich “Schule” konzentrieren. Vorerst soll jedoch nicht unterlassen werden, die im Laufe von Kap. 5 erarbeiteten Falls

lethargy