Výsledky vyhľadávania - Objective integer programming

A simple augmented ∊-constraint method for multi-objective mathematical integer programming problems Autor Zhang, Weihua, Reimann, Marc

“…•Our new method efficiently generates all non-dominated solutions of multi-objective integer programming problems…”
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New ϵ−constraint methods for multi-objective integer linear programming: A Pareto front representation approach Autor Mesquita-Cunha, Mariana, Figueira, José Rui, Barbosa-Póvoa, Ana Paula

“…•Diverse multi-objective integer linear programming problems are studied.•The algorithms were efficient on an extensive set of tests…”
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An improved version of the augmented ε-constraint method (AUGMECON2) for finding the exact pareto set in multi-objective integer programming problems Autor Mavrotas, George, Florios, Kostas

“… Although AUGMECON2 is a general purpose method, we will demonstrate that AUGMECON2 is especially suitable for Multi-Objective Integer Programming (MOIP) problems…”
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Multi-objective integer programming approaches for solving optimal feature selection problem: a new perspective on multi-objective optimization problems in SBSE Autor Xue, Yinxing, Li, Yan-Fu

“…). In this study we first expose the mathematical nature of this problem --- multi-objective binary integer linear programming…”
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On solving the 1 + 1 routing, wavelength and network coding assignment problem with a bi-objective integer linear programming model Autor Hai, Dao Thanh

“…Network coding techniques have been viewed as the promising venue to improve the network efficiency and indeed, have been widely explored in the realm of…”
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Multi-objective integer programming approaches to Next Release Problem — Enhancing exact methods for finding whole pareto front Autor Dong, Shi, Xue, Yinxing, Brinkkemper, Sjaak, Li, Yan-Fu

“… The state-of-art integer linear programming (ILP) approach to the bi-objective NRP is ε-constraint for finding all non-dominate solutions…”
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Multi-objective integer programming: A general approach for generating all non-dominated solutions Autor ÖZLEN, Melih, AZIZOGLU, Meral

“…In this paper we develop a general approach to generate all non-dominated solutions of the multi-objective integer programming (MOIP) Problem…”
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Scanning integer points with lex-inequalities: a finite cutting plane algorithm for integer programming with linear objective Autor Conforti, Michele, De Santis, Marianna, Di Summa, Marco, Rinaldi, Francesco

“…We consider the integer points in a unimodular cone K ordered by a lexicographic rule defined by a lattice basis…”
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Cloud manufacturing service composition and optimal selection with sustainability considerations: a multi-objective integer bi-level multi-follower programming approach Autor Wu, Yanxia, Jia, Guozhu, Cheng, Yang

“…) in terms of the economic, environmental, and social aspects; (2) establish a multi-objective integer bi-level multi-follower programming (MOIBMFP…”
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Metro timetable optimisation for minimising carbon emission and passenger time: a bi-objective integer programming approach Autor Wang, Huan, Yang, Xin, Wu, Jianjun, Sun, Huijun, Gao, Ziyou

“… Secondly, a bi-objective integer programming model with dwell…”
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On Supportedness in Multi‐Objective Integer Linear Programming Autor Könen, David, Stiglmayr, Michael

“…‐objective integer linear optimization problems (MOILPs). MOILP problems are known to contain supported and unsupported non…”
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An exact algebraic ϵ-constraint method for bi-objective linear integer programming based on test sets Autor Hartillo-Hermoso, María Isabel, Jiménez-Tafur, Haydee, Ucha-Enríquez, José María

“…•We present a new exact algorithm for bi-objective linear integer problems.•Based on the epsilon-constraint method and algebraic test sets for integer problems…”
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Urban distribution center location: Combination of spatial analysis and multi-objective mixed-integer linear programming Autor Sopha, Bertha Maya, Asih, Anna Maria Sri, Pradana, Frendy Dimas, Gunawan, Hendra Edi, Karuniawati, Yuni

“…: spatial analysis and multi-objective mixed-integer linear programming. Results demonstrate that different locations of UDC correspond to different costs and environmental implications…”
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An exact parallel objective space decomposition algorithm for solving multi-objective integer programming problems Autor Turgut, Ozgu, Dalkiran, Evrim, Murat, Alper E.

“…The set of all nondominated solutions for a multi-objective integer programming (MOIP) problem is finite if the feasible region is bounded, and it may contain unsupported solutions…”
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A new solution for solving a multi-objective integer programming problem with probabilistic multi-objective optimization Autor Dženg, Maošeng, Ju, Đai

“…Introduction/purpose: In this paper, a new solution for solving a multiobjective integer programming problem with probabilistic multi - objective optimization is formulated…”
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Mixed integer programming and multi-objective enhanced differential evolution algorithm for human–robot responsive collaborative disassembly in remanufacturing system Autor Zhang, Zeqiang, Liang, Wei, Ji, Dan, Zeng, Yanqing, Zhang, Yu, Li, Yan, Zhu, Lixia

“… To solve the human-robot responsive collaboration disassembly line balancing problem (HRRC-DLBP), a mixed integer programming…”
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FPBH: A feasibility pump based heuristic for multi-objective mixed integer linear programming Autor Pal, Aritra, Charkhgard, Hadi

“…•We study multi-objective mixed integer linear programs.•We develop a generic heuristic algorithm to approximate the nondominated frontier…”
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An inexact multi-objective mixed-integer nonlinear programming approach for water-soil-fertilizer management under uncertainty considering “footprint family-planetary boundary” assessment Autor Zhang, Yunquan, Yang, Peiling

“…•An optimization model module is coupled with the “Footprint Family - Planetary Boundary” evaluation module.•The planting area, irrigation water and nitrogen…”
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An outer approximation algorithm for generating the Edgeworth–Pareto hull of multi-objective mixed-integer linear programming problems Autor Bökler, Fritz, Parragh, Sophie N, Sinnl, Markus, Tricoire, Fabien

“…–Pareto hull of multi-objective mixed-integer linear programming problems (MOMILPs). It produces the extreme points (i.e., the vertices…”
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Multi-Objective Integer Programming: An Improved Recursive Algorithm Autor Ozlen, Melih, Burton, Benjamin A., MacRae, Cameron A. G.

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