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On Some New Jungck–Fisher–Wardowski Type Fixed Point Results

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symmetry-12-02048-v2.pdf (149.9Kb)
Datum postavljanja dokumenta
2020-12-10
Autori
Vujaković, Jelena
Ljajko, Eugen
Radojević, Slobodan
Radenović, Stojan
Metapodaci
Prikaz svih podataka o dokumentu
Apstrakt
Many authors used the concept of F−contraction introduced by Wardowski in 2012 in order to define and prove new results on fixed points in complete metric spaces. In some later papers (for example Proinov P.D., J. Fixed Point Theory Appl. (2020)22:21, doi:10.1007/s11784-020-0756-1) it is shown that conditions (F2) and (F3) are not necessary to prove Wardowski’s results. In this article we use a new approach in proving that the Picard–Jungck sequence is a Cauchy one. It helps us obtain new Jungck–Fisher–Wardowski type results using Wardowski’s condition (F1) only, but in a way that differs from the previous approaches. Along with that, we came to several new contractive conditions not known in the fixed point theory so far. With the new results presented in the article, we generalize, extend, unify and enrich methods presented in the literature that we cite.
URI
https://platon.pr.ac.rs/handle/123456789/1153
DOI
https://doi.org/10.3390/sym12122048
M kategorija
M22
openAccess
M22
openAccess
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