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检索条件"主题词=Concave Programming"
311 条 记 录,以下是301-310 订阅
排序:
A numerical approach for solving some convex maximization problems
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JOURNAL OF GLOBAL OPTIMIZATION 2006年 第1期35卷 85-101页
作者: Enkhbat, R. Barsbold, B. Kamada, Masaru Natl Univ Mongolia Sch Math & Comp Sci Ulaanbaatar Mongolia Ibaraki Univ Dept Comp & Informat Sci Ibaraki Japan
We are concerned with concave programming or the convex maximization problem. In this paper, we propose a method and algorithm for solving the problem which are based on the global optimality conditions first obtained... 详细信息
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Maximizing visibility in nonconvex polygons:: nonsmooth analysis and gradient algorithm design
Maximizing visibility in nonconvex polygons:: nonsmooth anal...
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American Control Conference 2005 (ACC)
作者: Ganguli, A Cortés, J Bullo, F Univ Illinois Coordinated Sci Lab Chicago IL 60680 USA
This paper presents a motion control algorithm for a planar mobile observer such as, e.g., a mobile robot equipped with an omni-directional camera. We propose a nonsmooth gradient algorithm for the problem of maximizi... 详细信息
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Robust control via concave minimization local and global algorithms
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IEEE TRANSACTIONS ON AUTOMATIC CONTROL 2000年 第2期45卷 299-305页
作者: Apkarian, P Tuan, HD Off Natl Etud & Rech Aerosp CERT Control Syst Dept F-31055 Toulouse France Toyota Technol Inst Dept Control & Informat Nagaoka Niigata 4688511 Japan
This paper is concerned with the robust control problem of linear fractional representation (LFT) uncertain systems depending on a time-varying parameter uncertainty. Our main result exploits a linear matrix inequalit... 详细信息
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Generalized linearly homogeneous production functions
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CYBERNETICS AND SYSTEMS ANALYSIS 1999年 第5期35卷 789-796页
作者: Grigorkiv, VS Taras Shevchenko Univ Kiev Ukraine
The production functions are considered as functions of values of concave programming problems. Some properties of the functions, in particular, the property of homogeneity and linear homogeneity, are investigated. Ex... 详细信息
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A finite algorithm for global minimization of separable concave programs
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JOURNAL OF GLOBAL OPTIMIZATION 1998年 第1期12卷 1-35页
作者: Shectman, JP Sahinidis, NV Univ Illinois Dept Chem Engn Urbana IL 61801 USA Univ Illinois Dept Mech & Ind Engn Urbana IL 61801 USA
first examined the problem of separable concave programming more than thirty years ago, making it one of the earliest branches of nonlinear programming to be explored. This paper proposes a new algorithm that finds th... 详细信息
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Unconstrained 0-1 nonlinear programming: A nondifferentiable approach
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Journal of Global Optimization 1992年 第2期2卷 155-165页
作者: Michelon, Philippe Départment d'Informatique et de Recherche Opérationelle Université de Montréal Montréal H3C 3J7 Québec succursale A Canada
The purpose of this paper is to give new formulations for the unconstrained 0-1 nonlinear problem. The unconstrained 0-1 nonlinear problem is reduced to nonlinear continuous problems where the objective functions are ... 详细信息
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On Convergence Of Convex Minorant Algorithms For Distribution Estimation With Interval-Censored Data
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Journal of Computational and Graphical Statistics 1992年 第2期1卷 129-140页
作者: Aragon, Jorge Eberly, David Harvard School of Public Health Biostatistics Department Boston MA 02115 United States University of Texas at San Antonio Division of Mathematics Computer Sciences and Statistics San Antonio TX 78249 United States
Local convergence results of the convex minorant (CM) algorithm to obtain the nonparametric maximum-likelihood estimator of a distribution under interval-censored observations are given. We also provide a variation of... 详细信息
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ONLINE AND OFF-LINE VERTEX ENUMERATION BY ADJACENCY LISTS
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OPERATIONS RESEARCH LETTERS 1991年 第7期10卷 403-409页
作者: CHEN, PC HANSEN, P JAUMARD, B GERAD MONTREAL H3C 3A7QUEBECCANADA ECOLE POLYTECH MONTREAL H3C 3A7QUEBECCANADA
We propose a new algorithm to solve the on-line vertex enumeration problem for polytopes, doing all computations in n-space, where n is the dimension of the polytope. This algorithm exploits adjacency lists between ve... 详细信息
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A Note on the Maximum Points of the Minimum of Quasiconvexs Functions
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Optimization 1985年 第5期16卷 669-671页
作者: Mathar, R. Technische Hochschule Aachen Institut für Statistik und Wirtschaftsmathematik Aachen D - 5100 Wüllnerstr. 3 Germany
The paper deals with the problem of maximizing the minimum of quasiconvex functions over a compact convex set Z. Subsets of Z are given which contain all solutions or at least one solution. © 1985, Taylor & F... 详细信息
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A METHOD FOR GLOBALLY MINIMIZING concave FUNCTIONS OVER CONVEX-SETS
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MATHEMATICAL programming 1981年 第1期20卷 22-32页
作者: HOFFMAN, KL The National Bureau of Standards Washington DC USA
A method is described for globally minimizing concave functions over convex sets whose defining constraints may be nonlinear. The algorithm generates linear programs whose solutions minimize the convex envelope of the... 详细信息
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