Výsledky vyhľadávania - Mixed-integer bilinear programming problem

A branch-and-cut algorithm for Mixed-Integer Bilinear Programming Autor Fischetti, Matteo, Monaci, Michele

“…•We consider the Mixed-Integer Bilinear Programming problem.•We design an exact branch-and-cut algorithm, based on a new branching rule…”
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An efficient projection neural network for solving bilinear programming problems Autor Effati, Sohrab, Mansoori, Amin, Eshaghnezhad, Mohammad

“… In fact, some interesting reformulations of BLP and mixed-integer bilinear programming problem (MIBLP…”
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Reduction of the two-step problem of stochastic optimal control with bilinear model to the problem of mixed integer linear programming Autor Kibzun, A. I., Ignatov, A. N.

“… The problems of maximizing the upper and lower estimates of the probability functional were reduced to the problems of mixed integer linear programming by means of discretizing the probabilistic measure…”
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Solving Mixed Integer Bilinear Problems Using MILP Formulations Autor Gupte, Akshay, Ahmed, Shabbir, Cheon, Myun Seok, Dey, Santanu

“…In this paper, we examine a mixed integer linear programming reformulation for mixed integer bilinear problems where each bilinearterm involves the product of a nonnegative integer variable…”
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Linear Temporal Logic-based Mixed-Integer Linear Problem Planning with the Koopman Operator Autor Tokuda, Shumpei, Yamakita, Masaki, Oyama, Hiroyuki, Takano, Rin

“… However, since the lifted bilinear systems are nonlinear, we need to solve nonlinear programming problems for trajectory optimization…”
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Mixed integer bilinear programming with applications to the pooling problem Autor Gupte, Akshay

“…This dissertation studies mixed integer bilinear programming (MIBLP) problems, which form a class of optimization problems defined…”
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Continuous-time modeling and global optimization approach for scheduling of crude oil operations Autor Li, Jie, Misener, Ruth, Floudas, Christodoulos A.

“… The mathematical modeling of blending different crudes in storage tanks results in many bilinear terms, which transforms the problem into a challenging, nonconvex, and mixed…”
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Univariate parameterization for global optimization of mixed-integer polynomial problems Autor Teles, João P., Castro, Pedro M., Matos, Henrique A.

“… This paper presents a new relaxation technique to globally optimize mixed-integer polynomial programming problems that arise in many engineering and management contexts…”
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MINLP formulations for solving strip packing problems in LCD mother glass production Autor Park, Kyung Tae, Kim, Hansol, Lee, Soobin, Lee, Ho-Kyung, Ryu, Jun-hyung, Lee, In-Beum

“… This problem is a non-convex mixed integer nonlinear programming (MINLP) problem due to the bilinear terms in the demand and objective function…”
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An Improved Spatial Branch-and-Bound Algorithm for Non-Convex Optimal Electricity-Gas Flow Autor Liu, Pengxiang, Wu, Zhi, Gu, Wei, Lu, Yuping

“… In this paper, an improved spatial branch-and-bound algorithm is proposed to solve the non-convex problem, which is formulated as a mixed-integer bilinear programming, for its exact solution…”
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Global optimization of general non-convex problems with intermediate bilinear substructures Autor Zorn, Keith, Sahinidis, Nikolaos V.

“…This work considers the global optimization of general non-convex nonlinear and mixed-integer nonlinear programming (MINLP…”
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Scheduling of crude oil operations under demand uncertainty: A robust optimization framework coupled with global optimization Autor Li, Jie, Misener, Ruth, Floudas, Christodoulos A.

“…% of the refinery turnover. The mathematical modeling of blending different crudes in storage tanks results in many bilinear terms, which transform the problem into a challenging, nonconvex, mixed…”
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Global optimization of a combinatorially complex generalized pooling problem Autor Meyer, Clifford A., Floudas, Christodoulos A.

“… The continuous relaxation of this mixed integer nonlinear programming problem is nonconvex because of the presence of bilinear terms in the constraint functions…”
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Joint Routing and Charging Problem of Multiple Electric Vehicles: A Fast Optimization Algorithm Autor Yao, Canqi, Chen, Shibo, Yang, Zaiyue

“… of EV and revenue from serving customers. This joint problem is formulated as a mixed integer programming (MIP…”
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Strong Group Fair Classification via Optimal Transport and Mixed-Integer Linear Programming Autor Tao, Yuan, Chen, Caihua, Jiang, Suhong, Wang, Qingyang

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Dynamic adjustment strategy of electric bus operations: A spatial branch-and-bound method with acceleration techniques Autor Yuan, Yin, Li, Shukai, D’Ariano, Andrea, Bosi, Tommaso, Yang, Lixing

“… We propose a mixed-integer nonlinear programming model for each decision stage, explicitly considering factors such as vehicle overtaking, passenger load, capacity limitations, and charging behaviors…”
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Normalized multiparametric disaggregation: an efficient relaxation for mixed-integer bilinear problems Autor Castro, Pedro M.

“…A key element for the global optimization of non-convex mixed-integer bilinear problems is the computation of a tight lower bound for the objective function being minimized…”
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Optimizing bilinear multi-source water supply systems using mixed-integer linear programming approximations: An analysis of the Israeli seawater desalination array Autor Housh, Mashor

“…•Global optimization of multisource water supply systems can be achieved through mixed integer linear programing…”
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Decomposition for adjustable robust linear optimization subject to uncertainty polytope Autor Ayoub, Josette, Poss, Michael

“…–min problem as done in recent works. Applying the Farkas lemma, we can reformulate the separation problem as a bilinear program, which is then linearized to obtained a mixed-integer linear programming formulation…”
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On piecewise linear approximations of bilinear terms: structural comparison of univariate and bivariate mixed-integer programming formulations Autor Bärmann, Andreas, Burlacu, Robert, Hager, Lukas, Kleinert, Thomas

“… One approach to tackle this difficulty is to use bivariate piecewise linear approximations for each variable product, which can be represented via mixed-integer linear programming (MIP) formulations…”
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