An Interactive Method for Solving Multiobjective Decision Making Problems with Integer Variables
A Bilevel Decision Method for the Multiobjective Problem with 0 1 Variables
摘要
This paper studies a special situation in which there exist 0 1 variables in leaders problem and multiple objective functions in followers problem. Its independent decision and quasi cooperation decision are defined, an effective branch bound method
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1袁益让,赵卫东,程爱杰,韩玉笈.NUMERICAL SIMULATION ANALYSIS FOR MIGRATION-ACCUMULATION OF OIL AND WATER[J].Applied Mathematics and Mechanics(English Edition),1999,20(4):66-73. 被引量:2
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2WANG Qian(Department of Industrial Engineering, State University of New York at Buffalo,Buffalo, NY 14260, USA)YANG Fengmei(Depariment of Applied Mathematics and Physics, Beijing University of Chemical Technology,Beijing 100029, China)WANG Shouyang(Instit.BILEVEL PROGRAMS WITH MULTIPLE FOLLOWERS[J].Systems Science and Mathematical Sciences,2000,13(3):265-276. 被引量:2
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3Guohua(Department of Mathematics, Southeast University, Nanjing 210018).A Bilevel Decision Method for the Multiobjective Problem with 01 Variables[J].Journal of Southeast University(English Edition),1996,12(1):113-118.
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4JIA Fuchen(School of Mathematics, Statistics and Computing, University Of Greenwich London, SE18 6PF, U.K.)YANG Fengmei(Department of Applied Mathematics and Physics, Beijing University Of Chemical Technology,Beijing 100027, China)WANG Shouyang(Institute.SENSITIVITY ANALYSIS IN BILEVEL LINEARPROGRAMMING[J].Systems Science and Mathematical Sciences,1998,11(4):359-366.
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5万仲平,周树民.THE CONVERGENCE OF APPROACH PENALTY FUNCTION METHOD FOR APPROXIMATE BILEVEL PROGRAMMING PROBLEM[J].Acta Mathematica Scientia,2001,21(1):69-76. 被引量:1
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6Lu Chang-gen (College of water Resources and Environment, Hohai University, Nan jing 210098, China).INTERACTIVE STUDY BETWEEN IDENTICAL COHERENT STRUCTURES IN THE WALL REGION OF A TURBULENT BOUNDARY LAYER[J].Journal of Hydrodynamics,2002,14(1):100-105. 被引量:4
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7LIU Guoshan 1, HAN Jiye 2 and WANG Shouyang 3 1. Department of Mathematics, Beijing Normal University, Beijing 100875, China,2. Institute of Applied Mathematics, Chinese Academy of Sciences, Beijing 100080, China,3. Institute of Systems Science, Chi.A trust region algorithm for bilevel programing problems[J].Chinese Science Bulletin,1998,43(10):820-824. 被引量:3
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8邓键,黄庆道,马明娟.An Optimal Method for Solving the Linear Bilevel Programming Problem with No Upper-level Constraint[J].Northeastern Mathematical Journal,2008,24(5):433-446. 被引量:1
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9WU Shiquan(Institute of APPlied Mathematics, Academia Sinica, Beijing 100080, China)CHEN Yang(North Telecom, Baseline Street, Ottawa, Canada)Patrice Marcotte(Centre de Recherche sac ies fonSPorts, Universite de Montreal, Quebdc, Canada).A CUTTING PLANE METHOD FOR LINEARBILEVEL PROGRAMS[J].Systems Science and Mathematical Sciences,1998,11(2):125-133.
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10韩继业,刘国山,汪寿阳.A NEW DESCENT ALGORITHM FOR SOLVING QUADRATIC BILEVEL PROGRAMMING PROBLEMS[J].Acta Mathematicae Applicatae Sinica,2000,16(3):235-244. 被引量:1