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序Banach空间超线性算子方程的多重解及其应用(英文)
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作者 张克梅 孙经先 《应用泛函分析学报》 CSCD 2003年第1期59-63,共5页
通过不动点指数理论 ,讨论了一类超线性算子方程的多重解问题 .在合适的条件下 ,我们至少得到了三个解 :一个零解 ,一个正解和一个负解 .
关键词 序BANACh空间 超线性算子方程 (h)-条件 不动点指数理论 两点边值问题 多重解
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KUHN-TUCKER NECESSARY CONDITIONS FOR (h, ψ)-MULTIOBJECTIVE OPTIMIZATION PROBLEMS 被引量:6
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作者 XUYihong LIUSanyang 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2004年第4期472-484,共13页
Five kinds of cones are introduced, which are used to establish the constraints qualifications, under which the generalized Kuhn-Tucker necessary conditions are developed for a class of generalized (h,φ)-differentiab... Five kinds of cones are introduced, which are used to establish the constraints qualifications, under which the generalized Kuhn-Tucker necessary conditions are developed for a class of generalized (h,φ)-differentiable single-objective and multiobjective programming problems by using Motzkin's alternative theorem and Ben-Tal generalized algebraic operations. 展开更多
关键词 CONES (h φ)-differentiable functions kuhn-tucker necessary conditions constraint qualifications optimal solutions efficient solutions
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