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关于极小点的存在性 被引量:1

ON THE EXISTENCE OF MINIMAL POINTS
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摘要 本文讨论了拓朴线性空间极小点的存在性问题,并证明了定理1。 In this paper, the existence of minimal points of a set in a ordered topological vector spaces is discussed. The main result in this paper is the Theorem 1.
作者 陈宝娟
出处 《江西工业大学学报》 1992年第2期17-20,共4页
关键词 极小点 TC-半紧的 D-半紧的 TC-完备的 集合 Minimal point, TC-semicompact, D-semicompact, TC-Complete
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参考文献1

  • 1H. W. Corley. An existence result for maximizations with respect to cones[J] 1980,Journal of Optimization Theory and Applications(2):277~281

同被引文献15

  • 1张恭庆 林源渠.泛函分析讲义[M].北京:北京大学出版社,1987.226.
  • 2郭大钧.非线性泛函分析[M].济南:山东科技出版社,1984.
  • 3Chen Y Q, Cho Y J, Kim J K, et al. Note on KKM maps and applications [ J ]. Fixed Point Theory and Applications, 2006,2006 : 53286.
  • 4Chen Y Q,Cho Y J,Yang L. Note on the resuhs with lower semi-continuity[ J ]. Bull Korean Math Soc, 2002,39 ( 4 ) : 535-541.
  • 5Khanh P Q,Quy D N. A generalized distance and enhanced Ekeland' s variational principle for vector functions [ J ]. Nonlinear Analysis ,2010,73 ( 7 ) :2245-2259.
  • 6Khanh P Q, Quy D N. On Ekeland' s variational principle for Pareto minima of set-valued mappings [ J ]. J Optim The- ory Appl,2012,153 (2) :280-297.
  • 7Cesari L, Suryanrayana M B. Existence theorems for Pareto optimization [ J ]. Bulletin of the American Mathematical So- ciety, 1978,244 : 37-65.
  • 8Corley H W. An Existence Result for Maximizations with Respect to Cones [ J ]. Journal of Optimization Theory and Applications, 1980,31 ( 2 ) :277-281.
  • 9Corley H W. Existence and Lagrangian duality for maximiza- tions of set-valued Functions [ J ]. Journal of Optimization Theory and Applications, 1987,54 ( 3 ) : 489-501.
  • 10Tanaka T. Some minimax problem of vector-valued functions [ J ]. Journal of Optimization and Applications, 1988, 59 ( 3 ) :505-524.

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