Some generalizations for ( α − ψ , ϕ ) $(\alpha - \psi,\phi )$ -contractions in b-metric-like spaces and an application
Abstract In this paper, we introduce a new class of α q s p $\alpha_{qs^{p}}$ -admissible mappings and provide some fixed point theorems involving this class of mappings satisfying some new conditions of contractivity in the setting of b-metric-like spaces. Our results extend, unify, and generalize...
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Series: | Fixed Point Theory and Applications |
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Online Access: | http://link.springer.com/article/10.1186/s13663-017-0620-1 |
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doaj-664ccc90e0064ef6a75b4729a1d403c22020-11-25T00:30:18ZengSpringerOpenFixed Point Theory and Applications1687-18122017-12-012017112010.1186/s13663-017-0620-1Some generalizations for ( α − ψ , ϕ ) $(\alpha - \psi,\phi )$ -contractions in b-metric-like spaces and an applicationKastriot Zoto0B. E. Rhoades1Stojan Radenović2Department of Mathematics and Computer Sciences, Faculty of Natural Sciences, University of GjirokastraDepartment of Mathematics, Indiana UniversityFaculty of Mechanical Engineering, University of BelgradeAbstract In this paper, we introduce a new class of α q s p $\alpha_{qs^{p}}$ -admissible mappings and provide some fixed point theorems involving this class of mappings satisfying some new conditions of contractivity in the setting of b-metric-like spaces. Our results extend, unify, and generalize classical and recent fixed point results for contractive mappings.http://link.springer.com/article/10.1186/s13663-017-0620-1α q s p $\alpha_{qs^{p}}$ -admissible mappings( α q s p − ψ , ϕ ) $(\alpha_{qs^{p}} - \psi,\phi )$ contractive mappingb-metric-like spacefixed point |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Kastriot Zoto B. E. Rhoades Stojan Radenović |
spellingShingle |
Kastriot Zoto B. E. Rhoades Stojan Radenović Some generalizations for ( α − ψ , ϕ ) $(\alpha - \psi,\phi )$ -contractions in b-metric-like spaces and an application Fixed Point Theory and Applications α q s p $\alpha_{qs^{p}}$ -admissible mappings ( α q s p − ψ , ϕ ) $(\alpha_{qs^{p}} - \psi,\phi )$ contractive mapping b-metric-like space fixed point |
author_facet |
Kastriot Zoto B. E. Rhoades Stojan Radenović |
author_sort |
Kastriot Zoto |
title |
Some generalizations for ( α − ψ , ϕ ) $(\alpha - \psi,\phi )$ -contractions in b-metric-like spaces and an application |
title_short |
Some generalizations for ( α − ψ , ϕ ) $(\alpha - \psi,\phi )$ -contractions in b-metric-like spaces and an application |
title_full |
Some generalizations for ( α − ψ , ϕ ) $(\alpha - \psi,\phi )$ -contractions in b-metric-like spaces and an application |
title_fullStr |
Some generalizations for ( α − ψ , ϕ ) $(\alpha - \psi,\phi )$ -contractions in b-metric-like spaces and an application |
title_full_unstemmed |
Some generalizations for ( α − ψ , ϕ ) $(\alpha - \psi,\phi )$ -contractions in b-metric-like spaces and an application |
title_sort |
some generalizations for ( α − ψ , ϕ ) $(\alpha - \psi,\phi )$ -contractions in b-metric-like spaces and an application |
publisher |
SpringerOpen |
series |
Fixed Point Theory and Applications |
issn |
1687-1812 |
publishDate |
2017-12-01 |
description |
Abstract In this paper, we introduce a new class of α q s p $\alpha_{qs^{p}}$ -admissible mappings and provide some fixed point theorems involving this class of mappings satisfying some new conditions of contractivity in the setting of b-metric-like spaces. Our results extend, unify, and generalize classical and recent fixed point results for contractive mappings. |
topic |
α q s p $\alpha_{qs^{p}}$ -admissible mappings ( α q s p − ψ , ϕ ) $(\alpha_{qs^{p}} - \psi,\phi )$ contractive mapping b-metric-like space fixed point |
url |
http://link.springer.com/article/10.1186/s13663-017-0620-1 |
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AT kastriotzoto somegeneralizationsforapsphalphapsiphicontractionsinbmetriclikespacesandanapplication AT berhoades somegeneralizationsforapsphalphapsiphicontractionsinbmetriclikespacesandanapplication AT stojanradenovic somegeneralizationsforapsphalphapsiphicontractionsinbmetriclikespacesandanapplication |
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1716158600517255168 |