Generalizations of the strong Ekeland variational principle with a generalized distance in complete metric spaces (Q2636688)
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| English | Generalizations of the strong Ekeland variational principle with a generalized distance in complete metric spaces |
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Generalizations of the strong Ekeland variational principle with a generalized distance in complete metric spaces (English)
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31 January 2014
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The authors prove an analog of the strong Ekeland variational principle in complete metric spaces endowed with a generalized distance, called \(u\)-distance. This notion is more general than some previous generalized distances -- \(w\)-distance, \(\tau\)-distance -- known in this domain.
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Ekeland variational principle
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strong Ekeland variational principle
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generalised distance
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complete metric space
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