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KY FAN极大极小不等式在H-空间的进一步推广和应用(Ⅱ) 被引量:1

Further Generalizations of Ky Fan's Minimax Inequality on H-space with Applications
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摘要 本文在H-空间得到了一个新的minimax不等式,并得到了与其等价的几何形式.极大元存在定理及作为其应用的不动点定理. in this paper, New minimax inequaties are obtained on H-space We obtained theirequivalent forms, geometric forms and existence theorem of maximal element As applications ofthese theorem, We deduce some fixed point theorems.
作者 杨静
机构地区 贵州大学计科系
出处 《贵州大学学报(自然科学版)》 1998年第2期87-91,共5页 Journal of Guizhou University:Natural Sciences
基金 贵州大学科研基金 贵州大学计科系科研基金
关键词 H-空间 极大元 不动点 极大极小不等式 minimax inequality, maximal element fixed point theorem
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参考文献9

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  • 1TAN K K. G- KKM Theorem, Minimax Iqualities and Saddle Points [ J ]. Nonlinear Anal, 1997,30: 4151 - 4160.
  • 2TABAFDEB M S B C E,TAN K K. Minimax Inqualities on G-Convex Spaces with Applications to Generalized Games[J]. Nonlinear Anal ,2001,43:253 - 275.
  • 3DING X P. Generalized C,-KKM Theorems in Generalized Convex Spaces and Their Applications[J] .J Math Anal Appl ,2002,266:21 - 37.
  • 4DING X P.Generalized L-KKM Type Theorems in L-Convex Spaces with Applications[J] .Computers and Mathemation with Application,2002,43:1249 - 1256.
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  • 7杨静.Ky Fan极大极小不等式在H-空间的进一步推广和应用[J].Journal of Mathematical Research and Exposition,1999,19(4):759-762. 被引量:2

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