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PARETO EQUILIBRIA OF MULTICRITERIA GAMES WITHOUT COMPACTNESS,CONTINUITY AND CONCAVITY
引用本文:丁协平. PARETO EQUILIBRIA OF MULTICRITERIA GAMES WITHOUT COMPACTNESS,CONTINUITY AND CONCAVITY[J]. 应用数学和力学(英文版), 1996, 17(9): 847-854. DOI: 10.1007/BF00127184
作者姓名:丁协平
摘    要:PARETOEQUILIBRIAOFMULTICRITERIAGAMESWITHOUTCOMPACTNESS,CONTINUITYANDCONCAVITYDingXieping(丁协平)Abstract:Inthispaper.byusingamin...

关 键 词:multicriteria game  Pareto equilibria  γ-transfer  compactly lower Semicontinuity  γ-digonally quasiconcave

Pareto equilibria of multicriteria games without compactness, continuity and concavity
Ding Xieping. Pareto equilibria of multicriteria games without compactness, continuity and concavity[J]. Applied Mathematics and Mechanics(English Edition), 1996, 17(9): 847-854. DOI: 10.1007/BF00127184
Authors:Ding Xieping
Affiliation:Ding Xieping
Abstract:In this paper.by using a minimax inequality obtained by the author,someexistence theorems of Pareto equilibria for multicriteria games without compactness,continuity and concavity are proved in lope toplogical vector spaces and reflexive Banach spaces.
Keywords:multicriteria game  Pareto equilibria    /content/p7832t1243175x30/xxlarge947.gif"   alt="  gamma"   align="  MIDDLE"   BORDER="  0"  >-transfer  compactly lower semicontinuity    /content/p7832t1243175x30/xxlarge947.gif"   alt="  gamma"   align="  MIDDLE"   BORDER="  0"  >-digonally quasiconcave
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