Search Results - Minimal Multiobjective Linear Programming Problem

Redundancy and delimitation of the Pareto front: Redundancy and delimitation of the Pareto front by Nikolakakou, Christina D.

“… to individual linear programming problems, constructed from the given problem. Considering the binding constraints of these individual linear programming problems, two new constraint sets are proposed, called union-binding and intersection-binding…”
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A compromise solution method for the multiobjective minimum risk problem by Bellahcene, Fatima, Marthon, Philippe

“… stochastic linear programming (MOSLP) problem where the objective functions depend on parameters which are continuous random variables with normal multivariate distributions…”
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Minimum Manhattan Distance Approach to Multiple Criteria Decision Making in Multiobjective Optimization Problems by Wei-Yu Chiu, Yen, Gary G., Teng-Kuei Juan

“…A minimum Manhattan distance (MMD) approach to multiple criteria decision making in multiobjective optimization problems (MOPs) is proposed…”
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Interval-Valued Multiobjective Programming Problems Based on Convex Cones by Wu, Hsien-Chung

“…The new solution concepts of interval-valued multiobjective optimization problems using ordering cone are proposed in this paper…”
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Decision-Maker's Preferences for Modeling Multiple Objective Stochastic Linear Programming Problems by Fatima Bellahcene

“…A method has been suggested which solves a multiobjective stochastic linear programming problem with normal multivariate distributions in accordance with the minimum-risk criterion…”
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Energy Efficiency-Spectral Efficiency Tradeoff: A Multiobjective Optimization Approach by Amin, Osama, Bedeer, Ebrahim, Ahmed, Mohamed Hossam, Dobre, Octavia A.

“… We prove that the multiobjective optimization of the EE and SE is equivalent to a simple problem that maximizes…”
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A hybrid multiobjective GRASP for a multi-row facility layout problem with extra clearances by Wan, Xing, Zuo, Xingquan, Li, Xiaodong, Zhao, Xinchao

“…) and linear programming (LP) is proposed for the problem. The mGRASP…”
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Lexicographic Multiobjective Integer Programming for Optimal and Structurally Minimal Petri Net Supervisors of Automated Manufacturing Systems by Bo Huang, MengChu Zhou, GongXuan Zhang, Ammari, Ahmed Chiheb, Alabdulwahab, Ahmed, Fayoumi, Ayman G.

“… A lexicographic multiobjective integer programming problem with multiple objectives to be achieved sequentially is formulated to design such an optimal and structurally minimal supervisor…”
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A multiobjective hub-airport location problem for an airline network design by Soylu, Banu, Katip, Hatice

“…•A biobjective hub-airport location problem is presented.•Total transportation cost and the 2-stop journey of customers are minimized…”
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Probabilistic PMU Placement in Electric Power Networks: An MILP-Based Multiobjective Model by Aghaei, Jamshid, Baharvandi, Amir, Rabiee, Abdorreza, Akbari, Mohammad-Amin

“… The extracted formulation is based on the mixed integer linear programming (MILP) framework, which is efficiently solvable by high-performance commercial solvers…”
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Determining maximal efficient faces in multiobjective linear programming problem by Pourkarimi, L., Yaghoobi, M.A., Mashinchi, M.

“…Finding an efficient or weakly efficient solution in a multiobjective linear programming (MOLP…”
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Solving the general fully neutrosophic multi-level multiobjective linear programming problems by Lachhwani, Kailash

“…This paper addresses the general fully neutrosophic multi-level multiobjective programming problems i.e…”
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Nonlinear Stochastic Multiobjective Optimization Problem in Multivariate Stratified Sampling Design by Alshqaq, Shokrya Saleh A., Ahmadini, Abdullah Ali H., Ali, Irfan

“… does not help determine the optimal sampling allocation problem with minimum…”
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Multiobjective optimization for aircraft conflict resolution. A metaheuristic approach by Alonso-Ayuso, Antonio, Escudero, Laureano F., Martín-Campo, F. Javier

“… The conflict resolution problem in Air Traffic Management is tackled in this paper by using a mixed integer linear approximation to a Mixed Integer Nonlinear Optimization (MINO…”
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An Interactive Approach for Solving the Multiobjective Minimum Cost Flow Problem in the Fuzzy Environment by Alharbi, Majed G., Ammar, E. E., Khalifa, Hamiden Abd El-Wahed

“…This paper deals with the multiobjective minimum cost flow (F-MOMCF) with fuzzy penalty characterized by trapezoidal fuzzy numbers…”
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A Diversity-Enhanced Tri-Stage Framework for Constrained Multiobjective Optimization by Wang, Yubo, Hu, Chengyu, Ming, Fei, Li, Yanchi, Gong, Wenyin, Gao, Liang

“…Achieving a tradeoff between convergence, feasibility, and diversity is critical for solving constrained multiobjective optimization problems (CMOPs…”
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Analyzing Dominance Move (MIP-DoM) Indicator for Multiobjective and Many-Objective Optimization by Lopes, Claudio Lucio do Val, Martins, Flavio Vinicius Cruzeiro, Wanner, Elizabeth Fialho, Deb, Kalyanmoy

“…Dominance move (DoM) is a binary quality indicator that can be used in multiobjective and many-objective optimization to compare two solution sets obtained from different simulations…”
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Fuzzy Broad Neuroevolution Networks via Multiobjective Evolutionary Algorithms: Balancing Structural Simplification and Performance by Zhao, Huimin, Wu, Yandong, Deng, Wu

“… Therefore, for the best balance between model predictive performance and network simplicity, a fuzzy broad neuroevolutionary network via multiobjective evolutionary algorithms (EAs…”
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FUZZY GOAL PROGRAMMING TECHNIQUE TO SOLVE MULTIOBJECTIVE TRANSPORTATION PROBLEMS WITH SOME NON-LINEAR MEMBERSHIP FUNCTIONS by Zangiabadi, Maryam, Maleki, Hamid Reza

“…The linear multiobjective transportation problem is a special type of vector minimum problem in which constraints are all equality type and the objectives are conicting in nature…”
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Pixel-Level Discrete Multiobjective Sampling for Image Matting by Huang, Han, Liang, Yihui, Yang, Xiaowei, Hao, Zhifeng

“… To address this issue, we propose a pixel-level discrete multiobjective sampling (PDMS) method. The color sampling process at each unknown pixel is formalized as a multiobjective optimization problem…”
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