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Home > Stochastic Programming: Numerical Techniques and Engineering Applications > Multipoint Approximation Method for Structural Optimization Problems with Noisy Function Values
Stochastic Programming: Numerical Techniques and Engineering Applications |
Kurt Marti; Peter Kall
Springer Berlin Heidelberg
Stochastic Programming: Numerical Techniques and Engineering Applications
Multipoint Approximation Method for Structural Optimization Problems with Noisy Function Values
Authors

Vassili V. Toropov

ARI Id

1664830032455_3692181

Access

Not Available Free

Pages

109-122

DOI

10.1007/978-3-642-88272-2_7

Chapter URL

https://rd.springer.com/chapter/10.1007/978-3-642-88272-2_7

Table of Contents of Book
Showing 1 to 18 of 18 entries
Chapters/HeadingsAuthor(s)PagesInfo
Front Matter
I-IX
Types of Asymptotic Approximations for Normal Probability Integrals
K. Breitung
1-7
Strong Convexity and Directional Derivatives of Marginal Values in Two-Stage Stochastic Programming
Darinka Dentcheva; Werner Römisch; Rüdiger Schultz
8-21
Computation of Probability Functions and its Derivatives by means of Orthogonal Function Series Expansions
K. Marti
22-53
Computer Support for Modeling in Stochastic Linear Programming
P. Kall; J. Mayer
54-70
Structural Design via Evolution Strategies
Bernd Kost
71-92
On the Regularized Decomposition Method for Stochastic Programming Problems
Andrzej Ruszczyński
93-108
Multipoint Approximation Method for Structural Optimization Problems with Noisy Function Values
Vassili V. Toropov
109-122
Sequential Convex Programming Methods
K. Schittkowski; C. Zillober
123-141
Target Costing: The Data Problem
Peter Abel; Stefan Niemand; Markus Wolbold
142-176
Statistical Characterization of Granular Assemblies
K. Bagi; A. Vásárhelyi
177-195
On Stochastic Aspects of a Metal Cutting Problem
Jitka Dupačová; Pavel Charamza; Jan Mádl
196-209
Consideration of Stochastic Effects for Finding Optimal Layouts of Mechanical Structures
H. A. Eschenauer; T. Vietor
210-229
Tolerance Dynamics for a High Precision Balance
Eberhard Franz; Friedrich Pfeiffer
230-252
On Boundary — Initial Value Problem for Linear Hyperbolic Thermoelasticity Equations with Control of Temperature
Jerzy Gawinecki; Lucjan Kowalski
253-267
Optimal Trajectory Planning for Robots under the Consideration of Stochastic Parameters and Disturbances — Computation of an Efficient Open-Loop Strategy
K. Marti; S. Qu
268-288
Performance Characteristics of OC Methods with Applications in Topology Design
G. I. N. Rozvany; M. Zhou
289-328
Stochastic Optimization Models for Machining Operations
T. Szántai; I. Mészáros; J. Völgyi
329-351
Chapters/HeadingsAuthor(s)PagesInfo
Showing 1 to 18 of 18 entries
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