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Autori: Jesic Sinisa N

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Naslov A fixed point theorem in strictly convex b-fuzzy metric spaces (Article)
Autori Jesic Sinisa N Cirovic Natasa A Nikolic Rale M  Randjelovic Branislav M 
Info AIMS MATHEMATICS, (2023), vol. 8 br. 9, str. 20989-21000
Projekat Ministry of Science, Technological Development and Innovation of the Republic of Serbia [451-03-47/2023-01/200103]
Ispravka Web of Science   Članak   Elečas   Rang časopisa  
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Naslov A Characterisation of Completeness of B-Fuzzy Metric Spaces and Nonlinear Contractions (Article)
Autori Randjelovic Branislav M Cirovic Natasa A Jesic Sinisa N 
Info APPLICABLE ANALYSIS AND DISCRETE MATHEMATICS, (2021), vol. 15 br. 1, str. 233-242
Projekat Ministry of Education, Science and Technological Development of the Republic of Serbia [174032]
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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Naslov A characterization of completeness of Menger PM-spaces (Article)
Autori Pant Rajendra P Pant Abhijit Nikolic Rale M  Jesic Sinisa N 
Info JOURNAL OF FIXED POINT THEORY AND APPLICATIONS, (2019), vol. 21 br. 4, str. -
Projekat Ministry of Education, Science, and Technological Development of the Republic of Serbia [174032]
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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Naslov Common fixed point theorems for self-mappings in Menger PM-spaces with nonlinear contractive condition (Article)
Autori Jesic Sinisa N Nikolic Rale M  Pant Rajendra P 
Info JOURNAL OF FIXED POINT THEORY AND APPLICATIONS, (2018), vol. 20 br. 2, str. -
Projekat Ministry of Education, Science and Technological Development of Republic of Serbia [174032]
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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Naslov Altering Distances and a Common Fixed Point Theorem in Menger Probabilistic Metric Spaces (Article)
Autori Jesic Sinisa N Cirovic Natasa A O'Regan Donal 
Info FILOMAT, (2017), vol. 31 br. 2, str. 175-181
Projekat Ministry of Education, Science and Technological Development of Republic of Serbia [174032]
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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Naslov Fixed Point Theorems for Non-Self Mappings with Nonlinear Contractive Condition in Strictly Convex Menger PM-Spaces (Article)
Autori Nikolic Rale M  Jesic Sinisa N Babacev Natasa A 
Info FIXED POINT THEORY, (2017), vol. 18 br. 1, str. 315-327
Projekat Ministry of Education, Science and Technological Development of Republic of Serbia [174032]
Ispravka Web of Science   Elečas   Rang časopisa   Citati: Web of Science  
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Naslov A Common Fixed Point Theorem in Strictly Convex Menger PM-spaces (Article)
Autori Jesic Sinisa N Nikolic Rale M  Babacev Natasa A 
Info FILOMAT, (2014), vol. 28 br. 4, str. 735-743
Projekat Ministry of Science of Republic of Serbia [174032]
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science  
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Naslov Common fixed points of a generalized ordered g-quasicontraction in partially ordered metric spaces (Article)
Autori Liu Xiaolan Jesic Sinisa N 
Info FIXED POINT THEORY AND APPLICATIONS, (2013), vol. br. , str. -
Projekat Ministry of Education, Science and Technological Development of the Republic of Serbia [174032]; Scientific Research Fund of Sichuan Provincial Education Department [12ZA098]; Scientific Research Fund of Sichuan University of Science and Engineering [2012
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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Naslov A Common Fixed Point Theorem in Fuzzy Metric Spaces with Nonlinear Contractive Type Condition Defined Using Phi-Function (Article)
Autori Jesic Sinisa N Babacev Natasa A Nikolic Rale M  
Info ABSTRACT AND APPLIED ANALYSIS, (2013), vol. br. , str. -
Projekat Ministry of Education and Science of Serbia [174032]
Ispravka Web of Science   Članak   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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Naslov Common Fixed Point Theorems For Four Mappings Defined On L-fuzzy Metric Spaces With Nonlinear Contractive Type Condition (Article)
Autori Jesic Sinisa N Babacev Natasa A O'Regan Donal Nikolic Rale M  
Info FIXED POINT THEORY, (2009), vol. 10 br. 2, str. 259-274
Projekat Ministry of Science and Technological Development, Republic of Serbia [144031]
Ispravka Web of Science   Elečas   Rang časopisa   Citati: Web of Science   Scopus  
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