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弧连通凸集值映射向量优化问题

Vector Optimization Problems with Arcwise Connected Convex Set-valued Maps
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摘要 在拓扑向量空间中引入弧连通凸集值映射的概念 ,建立了择一定理 ,证明了标量化定理和La grange乘子定理。 In this paper, the concept of the arcwise connected convex set-valued maps is introduced in topological spaces and a theorem of alternative established. The theorems of scalarization and Lagrange's multipliers are proved.
出处 《浙江树人大学学报》 2003年第3期79-81,共3页 Journal of Zhejiang Shuren University
关键词 弧连通凸 集值映射 标量化 拉格朗日乘子 arcwise connected convex set-valued maps scalarization Lagrange's multipliers
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参考文献2

  • 1W. D. Rong,Y. N. Wu. ∈-Weak Minimal Solutions of Vector Optimization Problems with Set-Valued Maps[J] 2000,Journal of Optimization Theory and Applications(3):569~579
  • 2Z. F. Li. Benson Proper Efficiency in the Vector Optimization of Set-Valued Maps[J] 1998,Journal of Optimization Theory and Applications(3):623~649

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