Autori: Nashine Hemant Kumar
Naslov | Nonlinear cyclic weak contractions in G-metric spaces and applications to boundary value problems (Article) |
Autori | Nashine Hemant Kumar Golubovic Zoran D Kadelburg Zoran L |
Info | FIXED POINT THEORY AND APPLICATIONS, (2012), vol. br. , str. - |
Ispravka | Web of Science Elečas Rang časopisa Citati: Web of Science |
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Naslov | Modified psi-contractive mappings in ordered metric spaces and applications (Article) |
Autori | Nashine Hemant Kumar Golubovic Zoran D Kadelburg Zoran L |
Info | FIXED POINT THEORY AND APPLICATIONS, (2012), vol. br. , str. - |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science |
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Naslov | Common fixed point theorems for a pair of multivalued mappings under weak contractive conditions in ordered metric spaces (Article) |
Autori | Nashine Hemant Kumar Kadelburg Zoran L |
Info | BULLETIN OF THE BELGIAN MATHEMATICAL SOCIETY-SIMON STEVIN, (2012), vol. 19 br. 4, str. 577-596 |
Ispravka | Web of Science Elečas Rang časopisa Citati: Web of Science Scopus |
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Naslov | Fixed point theorems under Hardy-Rogers contractive conditions on 0-complete ordered partial metric spaces (Article) |
Autori | Nashine Hemant Kumar Kadelburg Zoran L Radenovic Stojan N Kim Jong Kyu |
Info | FIXED POINT THEORY AND APPLICATIONS, (2012), vol. br. , str. - |
Projekat | National Research Foundation of Korean Grant funded by the Korean Government [2011-0002581] |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science |
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Naslov | Some new common fixed point results through generalized altering distances on partial metric spaces (Article) |
Autori | Bin Ahmad Abd Ghafur Fadail Zaid Mohammed Nashine Hemant Kumar Kadelburg Zoran L Radenovic Stojan N |
Info | FIXED POINT THEORY AND APPLICATIONS, (2012), vol. br. , str. - |
Projekat | University Kebangsaan Malaysia [OUP-UKM-FST-2012] |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science |
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Naslov | Implicit-Relation-Type Cyclic Contractive Mappings and Applications to Integral Equations (Article) |
Autori | Nashine Hemant Kumar Kadelburg Zoran L Kumam Poom |
Info | ABSTRACT AND APPLIED ANALYSIS, (2012), vol. br. , str. - |
Projekat | Higher Education Research Promotion and National Research University Project of Thailand, Office of the Higher Education Commission (NRU-CSEC) [55000613] |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science |
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Naslov | Common fixed points of g-quasicontractions and related mappings in 0-complete partial metric spaces (Article) |
Autori | di Bari Cristina Kadelburg Zoran L Nashine Hemant Kumar Radenovic Stojan N |
Info | FIXED POINT THEORY AND APPLICATIONS, (2012), vol. br. , str. - |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science Scopus |
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Naslov | Common fixed point theorems for weakly increasing mappings on ordered orbitally complete metric spaces (Article) |
Autori | Ding Hui-Sheng Kadelburg Zoran L Nashine Hemant Kumar |
Info | FIXED POINT THEORY AND APPLICATIONS, (2012), vol. br. , str. - |
Projekat | NSF of China[11101192]; Key Project of Chinese Ministry of Education[211090]; NSF of Jiangxi Province[20114BAB211002]; Jiangxi Provincial Education Department[GJJ12173]; Program for Cultivating Youths of Outstanding Ability in Jiangxi Normal University |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science |
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Naslov | Common Fixed Point Results Using Generalized Altering Distances on Orbitally Complete Ordered Metric Spaces (Article) |
Autori | Nashine Hemant Kumar Kadelburg Zoran L Golubovic Zorana Z |
Info | JOURNAL OF APPLIED MATHEMATICS, (2012), vol. br. , str. - |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science Scopus |
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Naslov | Coupled common fixed point theorems for w*-compatible mappings in ordered cone metric spaces (Article) |
Autori | Nashine Hemant Kumar Kadelburg Zoran L Radenovic Stojan N |
Info | APPLIED MATHEMATICS AND COMPUTATION, (2012), vol. 218 br. 9, str. 5422-5432 |
Ispravka | Web of Science Članak Elečas Rang časopisa Citati: Web of Science Scopus |
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