Geoffrion Efficiency in Vector Set - Valued Optimization Problem and Vector Variational Inequality

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- Geoffrion Efficiency in Vector Set - Valued Optimization Problem and Vector Variational Inequality
- Vol. 20, Issue 2, Pages: 90-92(2003)
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- Online First：03 July 2003，
  
  Published：2003
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刘伟, 蔡前凤, 温珍光. 向量优化问题的Geoffrion有效解与向量变分不等式[J]. 广东工业大学学报, 2003, 20(2): 90-92.

LIU Wei, CAI Qian-feng, WEN Zhen-guang. Geoffrion Efficiency in Vector Set - Valued Optimization Problem and Vector Variational Inequality[J]. 2003, 20(2): 90-92.
刘伟, 蔡前凤, 温珍光. 向量优化问题的Geoffrion有效解与向量变分不等式[J]. 广东工业大学学报, 2003, 20(2): 90-92. DOI：

LIU Wei, CAI Qian-feng, WEN Zhen-guang. Geoffrion Efficiency in Vector Set - Valued Optimization Problem and Vector Variational Inequality[J]. 2003, 20(2): 90-92. DOI：

利用Jahn与Rauh提出的集值映射的切上导数概念

解决了以向量变分不等式的形式给出向量集值优化问题的Geoffrion有效解的充分必要条件。

刘伟,蔡前凤. 集值映射最优化问题的真有效解[J]. 广东工业大学学报. 2001(02)

X. Q. Yang. Vector Variational Inequality and Vector Pseudolinear Optimization[J], 1997

Johannes Jahn,Rüdiger Rauh. Contingent epiderivatives and set-valued optimization[J], 1997

X. H. Gong. Connectedness of efficient solution sets for set-valued maps in normed spaces[J], 1994

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