Auflistung nach Autor "Milovanović - Aranđelović, Marina"
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Milovanović - Aranđelović, Marina (Beograd , 2016)[more][less]
Zusammenfassung: The aim of this dissertation is to present new properties of some classes of contractive mappings, and applications of this results to nonlinear analysis. It contain six chapters. The first chapter gives basic properties of semi-metric spaces. New result is extension of Borel - Lebesque theorem to semi metric spaces. The second chapter contain generalization of Niemytzki’s fixed point theorem. In third chapter the notion of measure of non-compactness are extended to class of semimetric spaces. New fixed point theorem for condensing mappings defined on semi-metric spaces is presented. Further three chapters contains new common fixed points theorems of Mair - Keeler type, new results for accretive mappings and new common fixed point results for mappings defined on probabilistic metric spaces. URI: http://hdl.handle.net/123456789/4482 Dateien zu dieser Ressource: 1
DisertacijaMilovanovic-Arandjelovic_Marina.pdf ( 1.599Mb )
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