OPTIMALITY CONDITIONS AND DUALITY THEOREMS IN NONCONICAL MULTIOBJECTIVE PROGRAMMING

LI Yuanxi

系统科学与复杂性(英文) ›› 1995, Vol. 8 ›› Issue (2) : 116-120.

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系统科学与复杂性(英文) ›› 1995, Vol. 8 ›› Issue (2) : 116-120.
论文

OPTIMALITY CONDITIONS AND DUALITY THEOREMS IN NONCONICAL MULTIOBJECTIVE PROGRAMMING

    LI Yuanxi
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OPTIMALITY CONDITIONS AND DUALITY THEOREMS IN NONCONICAL MULTIOBJECTIVE PROGRAMMING

    LI Yuanxi
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摘要

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.

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.

关键词

Multiobjective programming / nonconical o

Key words

Multiobjective programming / nonconical order / optimality / duality / efficient Solution

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LI Yuanxi. OPTIMALITY CONDITIONS AND DUALITY THEOREMS IN NONCONICAL MULTIOBJECTIVE PROGRAMMING. 系统科学与复杂性(英文), 1995, 8(2): 116-120
LI Yuanxi. OPTIMALITY CONDITIONS AND DUALITY THEOREMS IN NONCONICAL MULTIOBJECTIVE PROGRAMMING. Journal of Systems Science and Complexity, 1995, 8(2): 116-120
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