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OPTIMALITY CONDITIONS AND DUALITY THEOREMS IN NONCONICAL MULTIOBJECTIVE PROGRAMMING
引用本文:LI Yuanxi(Department of Statistics and OR,Fudan University,Shanghai 200433,China). OPTIMALITY CONDITIONS AND DUALITY THEOREMS IN NONCONICAL MULTIOBJECTIVE PROGRAMMING[J]. 系统科学与复杂性, 1995, 0(2)
作者姓名:LI Yuanxi(Department of Statistics and OR  Fudan University  Shanghai 200433  China)
作者单位:Department of Statistics and OR,Fudan University,Shanghai 200433,China
摘    要:OPTIMALITYCONDITIONSANDDUALITYTHEOREMSINNONCONICALMULTIOBJECTIVEPROGRAMMINGLIYuanxi(DepartmentofStatisticsandOR,FudanUniversi...


OPTIMALITY CONDITIONS AND DUALITY THEOREMS IN NONCONICAL MULTIOBJECTIVE PROGRAMMING
LI Yuanxi. OPTIMALITY CONDITIONS AND DUALITY THEOREMS IN NONCONICAL MULTIOBJECTIVE PROGRAMMING[J]. Journal of Systems Science and Complexity, 1995, 0(2)
Authors:LI Yuanxi
Abstract:This paper is concerned with the nonconical multiobjective programming proly fern. By virtue of the derivate of a binary relation,the sufficient and necessary optimality conditions are presented, and the duality theorems (weak and strong) are proved.
Keywords:Multiobjective programming   nonconical order   optimality   duality   efficient Solution
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