Suchergebnisse - "reverse convex programming"

A note on duality in reverse convex optimization von Gwinner, Joachim

“… In this note we explore duality in reverse convex optimization with reverse convex inequality constraints. While we are examining the special case of a finite …”
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Global Optimization of Relay Placement for Seafloor Optical Wireless Networks von Inoue, Yoshiaki, Kodama, Takahiro, Kimura, Tomotaka

“… Optical wireless communication is a promising technology for underwater broadband access networks, which are particularly important for high-resolution …”
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Optimal Relay Placement in Magnetic Induction-Based Internet of Underwater Things von Khalil, Ruhul Amin, Saeed, Nasir

“… The advances in developing the Internet of Underwater Things (IoUT) can lead to numerous applications, namely, environmental monitoring, underwater navigation, …”
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Necessary Optimality Conditions for Vector Reverse Convex Minimization Problems via a Conjugate Duality von Keraoui, Houda, Aboussoror, Abdelmalek

“… In this paper, we are concerned with a vector reverse convex minimization problem ( P ) . For such a problem, by means of the so-called Fenchel–Lagrange …”
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A polynomial-time algorithm for a nonconvex chance-constrained program under the normal approximation von Mildebrath, David

“… We study a chance-constrained optimization problem where the random variable appearing in the chance constraint follows a normal distribution whose mean and …”
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Extended reverse-convex programming: an approximate enumeration approach to global optimization von Bunin, Gene A.

“… A new approach to solving a large class of factorable nonlinear programming (NLP) problems to global optimality is presented in this paper. Unlike the …”
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Global optimization for special reverse convex programming von Wang, Yanjun, Lan, Ying

“… A global optimization algorithm is proposed in order to locate the global minimum of the special reverse convex programming which is both nonconvex and …”
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A nonisolated optimal solution for special reverse convex programming problems von Shen, Pei-Ping, Chen, Yong-Qiang, Ma, Yuan

“… In this paper, an efficient algorithm is proposed for globally solving special reverse convex programming problems with more than one reverse convex …”
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Convexification and Concavification for a General Class of Global Optimization Problems von Wu, Z. Y., Bai, F. S., Zhang, L. S.

“… A kind of general convexification and concavification methods is proposed for solving some classes of global optimization problems with certain monotone …”
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An inner approximation method incorporating with a penalty function method for a reverse convex programming problem von Masahiro Inuiguchi, Syuuji Yamada, Tetsuzo Tanino

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An inner approximation method incorporating with a penalty function method for a reverse convex programming problem von Yamada, Syuuji, Tanino, Tetsuzo, Inuiguchi, Masahiro

“… In this paper, we consider a reverse convex programming problem constrained by a convex set and a reverse convex set which is defined by the complement of the …”
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Some procedures for solving special max-min fractional rank-two reverse-convex programming problems von Doina Ionac, Ştefan Ţigan

“… In this paper we suggest some procedures for solving two special classes of \(\max\)-\(\min\) fractional reverse-convex programs. We show that a special …”
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Some procedures for solving special max-min fractional rank-two reverse-convex programming problems von Doina Ionac, Ştefan Ţigan

“… In this paper we suggest some procedures for solving two special classes of \(\max\)-\(\min\) fractional reverse-convex programs. We show that a special …”
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A Cutting Plane Algorithm for Linear Reverse Convex Programs von Moshirvaziri, Khosrow, Amouzegar, Mahyar A.

“… In this paper, global optimization of linear programs with an additional reverse convex constraint is considered. This type of problem arises in many …”
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Inner Approximation Method for a Reverse Convex Programming Problem von Yamada, S., Tanino, T., Inuiguchi, M.

“… In this paper, we consider a reverse convex programming problem constrained by a convex set and a reverse convex set, which is defined by the complement of the …”
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