Stochastic programming. Numerical techniques and engineering applications. Proceedings of the 2nd GAMM/IFIP-workshop on stochastic optimization: numerical methods and technical applications held at the Federal Armed Forces University Munich, Neubiberg/München, Germany, June 15-17, 1993
The articles of this volume will be reviewed individually. Indexed articles: \textit{Breitung, K.}, Types of asymptotic approximations for normal probability integrals, 1-7 [Zbl 0823.60022] \textit{Dentcheva, Darinka; Römisch, Werner; Schultz, Rüdiger}, Strong convexity and directional derivatives of marginal values in two- stage stochastic programming, 8-21 [Zbl 0834.90097] \textit{Marti, K.}, Computation of probability functions and its derivatives by means of orthogonal function series expansions, 22-53 [Zbl 0823.60080] \textit{Kall, P.; Mayer, J.}, Computer support for modeling in stochastic linear programming, 54-70 [Zbl 0830.90110] \textit{Kost, Bernd}, Structural design via evolution strategies, 71-92 [Zbl 0827.73047] \textit{Ruszczyński, Andrzej}, On the regularized decomposition method for stochastic programming problems, 93-108 [Zbl 0834.90099] \textit{Toropov, Vassili V.}, Multipoint approximation method for structural optimization problems with noisy function values, 109-122 [Zbl 0830.90114] \textit{Schittkowski, K.; Zillober, C.}, Sequential convex programming methods, 123-141 [Zbl 0830.90127] \textit{Abel, Peter; Niemand, Stefan; Wolbold, Markus}, Target costing: The data problem, 142-176 [Zbl 0830.90100] \textit{Bagi, K.; Vásárhelyi, A.}, Statistical characterization of granular assemblies, 177-195 [Zbl 0830.90134] \textit{Dupačová, Jitka; Charamza, Pavel; Mádl, Jan}, On stochastic aspects of a metal cutting problem, 196-209 [Zbl 0830.90135] \textit{Eschenauer, H. A.; Vietor, T.}, Consideration of stochastic effects for finding optimal layouts of mechanical structures, 210-229 [Zbl 0826.73045] \textit{Franz, Eberhard; Pfeiffer, Friedrich}, Tolerance dynamics for a high precision balance, 230-252 [Zbl 0825.73481] \textit{Gawinecki, Jerzy; Kowalski, Lucjan}, On boundary -- initial value problems for linear hyperbolic thermoelasticity equations with control of temperature, 253-267 [Zbl 0835.35144] \textit{Marti, K.; Qu, S.}, Optimal trajectory planning for robots under the consideration of stochastic parameters and disturbances -- computation of an efficient open-loop strategy --, 268-288 [Zbl 0823.93042] \textit{Rozvany, G. I. N.; Zhou, M.}, Performance characteristics of OC methods with applications in topology design, 289-328 [Zbl 0831.73042] \textit{Szántai, T.; Mészáros, I.; Völgyi, J.}, Stochastic optimization models for machining operations, 329-351 [Zbl 0830.90069]
scientific article; zbMATH DE number 748382