Relative KKM type selection theorems and their applications (Q1961722)

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scientific article; zbMATH DE number 1394522
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Relative KKM type selection theorems and their applications
scientific article; zbMATH DE number 1394522

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    Relative KKM type selection theorems and their applications (English)
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    6 November 2000
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    The aim of this paper is to present some intersection theorems involving relative KKM \((R\)-KKM) mappings and then apply them to derive a minimax inequality theorem in \(G\)-\(H\)-spaces. The obtained results generalize a number of results in pseudoconvex and \(H\)-spaces to the case of \(G\)-\(H\)-spaces.
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    \(R\)-KKM selection
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    \(R\)-KKM mapping
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    \(G\)-\(H\)-space
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    \(G\)-\(H\)-convexity
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    minimax inequality
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