Applied Mathematics

Applied Mathematics

ISSN Print: 2152-7385
ISSN Online: 2152-7393
www.scirp.org/journal/am
E-mail: am@scirp.org
"Efficient Multiobjective Genetic Algorithm for Solving Transportation, Assignment, and Transshipment Problems"
written by Sayed A. Zaki, Abd Allah A. Mousa, Hamdy M. Geneedi, Adel Y. Elmekawy,
published by Applied Mathematics, Vol.3 No.1, 2012
has been cited by the following article(s):
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[2] Evolutionary algorithm for multi-objective multi-index transportation problem under fuzziness
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[3] MULTI-OBJECTIVE STOCHASTIC TRANSPORTATION PROBLEM INVOLVING THREE-PARAMETER EXTREME VALUE DISTRIBUTION
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[4] An intelligent computing technique based on a dynamic-size subpopulations for unit commitment problem
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[7] ADAPTATION OF THE MOMA-PLUS METHOD TO THE RESOLUTION OF TRANSPORTATION AND ASSIGNMENT PROBLEMS
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[9] NOYAUX DES SOUS-CATEGORIES SEMI-REFLEXIVES
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[10] A multi-objective transportation model under neutrosophic environment
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[11] A comparative study of artificial neural network (ANN) and adaptive neuro-fuzzy inference system (ANFIS) models in distribution system with nondeterministic inputs
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[12] A New Efficient Approach to Solve Multi-Objective Transportation Problem in the Fuzzy Environment (Product approach)
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[13] Prediction of Route Choosing Behavior Based on Genetic Algorithm Approach
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[14] Multi Objective Transportation Problem-Genetic Algorithm Approach
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[15] Experimentation System for Determining Bus Routes for Customers of Supermarket Chains
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[16] THE MULTI-CRITERIA FRACTIONAL TRANSPORTATION PROBLEM WITH FUZZY" BOTTLENECK" CONDITION.
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[17] Comparison Between Goal Programming And Genetic Algorithm In Multi-Objective Transportation Problem
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[18] Lexicographic Approach For Quadratic Transportation Problem With Additional Restriction
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[19] Fuzzy Efficient Interactive Goal Programming Approach for Multi-objective Transportation Problems
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[20] SOLVING MULTI-OBJECTIVE TRANSPORTATION PROBLEM USING FUZZY PROGRAMMING TECHNIQUE-PARALLEL METHOD
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[21] Development and Comparison of Hybrid Genetic Algorithms for Network Design Problem in Closed Loop Supply Chain
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[22] Evaluation of Heuristic Algorithms for Solving a Transportation Problem
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[23] THE METHOD OF SYNTHESIS FUNCTIONS FOR SOLVING THE MULTI-CRITERIA LINEAR-FRACTIONAL TRANSPORTATION PROBLEM WITH" …
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[24] Multi-objective Genetic Algorithm in Solving Conflicted Goals for Questions Generating Problem
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[25] MULTIPLE CRITERIA FUZZY COST TRANSPORTATION MODEL OF" BOTTLENECK" TYPE
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[26] Multi-Objective Genetic Algorithm in Solving Conflicted Goals for Questions Generating Problem.
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[27] An Algorithm for Solving Bi-criteria Large Scale Transshipment Problems
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[28] MULTIPLE CRITERIA FUZZY COST TRANSPORTATION MODEL OF" BOTTLENECK" TYPE.
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[29] Cooperative particle swarm optimization for multiobjective transportation planning
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[30] Trust region algorithm for multi-objective transportation, assignment, and transshipment problems
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