Optimization methods and applications (Q5933051)

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scientific article; zbMATH DE number 1601216
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Optimization methods and applications
scientific article; zbMATH DE number 1601216

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    Optimization methods and applications (English)
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    30 May 2001
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    The articles of this volume will be reviewed individually. Indexed articles: \textit{Ballinger, George; Liu, Xinzhi}, Practical stability of impulsive delay differential equations and applications to control problems, 3-21 [Zbl 0986.93062] \textit{Benyah, Francis; Jennings, Les S.}, A review of ill-conditioning and regularization in optimal control computation, 23-44 [Zbl 0982.49019] \textit{Biswas, Saroj K.; Subrahmanyam, M. Bala}, Worst-case optimal regulation of linear systems in the presence of structured perturbations, 45-64 [Zbl 0979.93029] \textit{Lim, Cheng-Chew; Li, Mingyan}, True proportional navigation system with acceleration saturation constraint, 65-80 [Zbl 0997.93075] \textit{Luus, Rein; Mekarapiruk, Wichaya; Storey, Colin}, Evaluation of penalty functions for optimal control, 81-103 [Zbl 0982.49020] \textit{Moriwaki, Katsumi}, On the optimal control systems with multiple controllers, 105-124 [Zbl 0976.93021] \textit{Rehbock, Volker}, Multilevel optimization of control problems, 125-138 [Zbl 0982.49021] \textit{Shimizu, K.; Ito, S.; Otsuka, K.}, Modified direct gradient descent control of nonlinear systems, 139-149 [Zbl 0997.93035] \textit{Wong, K. H.; Peter, G.}, Computation of feedback control for infinite time optimal control problems, 151-163 [Zbl 0980.49032] \textit{Andersen, E. D.; Mitchell, J. E.; Roos, C.; Terlaky, T.}, A homogenized cutting plane method to solve the convex feasibility problem., 167-190 [Zbl 1054.90089] \textit{Caccetta, Louis; Kulanoot, Araya}, Algorithms for some hard knapsack problems, 191-217 [Zbl 0990.90101] \textit{Cai, X.; Sha, D.; Wong, C. K.}, Non-static network optimization problems: A survey, 219-246 [Zbl 0989.93002] \textit{Kostreva, Michael M.; Chen, Xibin}, Asymptotic rates of convergence of SQP-type methods of feasible directions., 247-265 [Zbl 1054.90095] \textit{Li, Duan; Sun, Xiaolin}, Nonlinear Lagrangian methods in constrained nonlinear optimization., 267-277 [Zbl 1052.90088] \textit{Phua, Paul Kang-Hoh; Ming, Daohua; Fan, Weiguo; Zhang, Yan}, Parallel algorithms for solving large-scale nonlinear optimization problems., 279-293 [Zbl 1052.90045] \textit{Yang, Xinmin; Teo, Kok Lay; Yang, Xiaoqi}, Second order strict converse duality in nonlinear fractional programming, 295-306 [Zbl 0978.90092] \textit{Dahl, Mattias; Claesson, Ingvar; Nordebo, Sven; Nordholm, Sven}, Chebyshev optimization of circular arrays, 309-319 [Zbl 0978.90098] \textit{Dam, H. H.; Teo, Kok Lay; Liu, Yanqun; Nordebo, S.}, Optimum pole postion for digital Laguerre network with least square error criterion, 321-330 [Zbl 0984.93059] \textit{Howlett, Phil}, A Markov model for the stochastic optimal control of a solar powered car, 331-341 [Zbl 0974.93041] \textit{Krishnamoorthy, Mohan; Ernst, Andreas T.}, The personnel task scheduling problem, 343-368 [Zbl 0978.90048] \textit{Vo, B.; Cantoni, A.}, Envelope constrained filter design: Robustness issues, 369-397 [Zbl 0984.93002] \textit{Wu, Y. H.; Chuedoung, M.; Zhang, G.}, A robust numerical algorithm for the optimal control of heat transfer in the continuous casting of steel, 399-412 [Zbl 0976.93061] An appreciation of Professor N. U. Ahmed, xiii-xxxvii [Zbl 0976.93004]
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    Optimization methods
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