Coupled coincidence point results for contraction of $C$-class mappings in ordered uniform spaces
Copyright policy )Coupled coincidence point results for contraction of $C$-class mappings in ordered uniform spaces
In the literature there is a lot of works related to fixed point theory. The theory has many applications and some authors are interested in these applications in various spaces. In 2009, Altun I. and Imdad M. defined the order relation on uniform spaces and the concept of compatibility of mappings. Later Ansari A.H. defined the $C$-class function concept. In this paper, we take some ultra altering distance and $C$-class functions, then we prove some coupled coincidence point theorems for a mapping providing mixed $g$-monotonicity property in ordered uniform spaces. We also give the appropriate examples.
- Gazi University Turkey
- Islamic Azad University, Karaj Iran (Islamic Republic of)
- ISLAMIC AZAD UNIVERSITY Iran (Islamic Republic of)
- Islamic Azad University, Tehran Iran (Islamic Republic of)
- Gaziosmanpaşa University Turkey
Fixed-point and coincidence theorems (topological aspects), \(C\)-class mapping, $c$-class mapping, coupled coincidence point, зв'язана точка збігу, $C$-клас відображень, впорядкований рівномірний простір, Fixed-point theorems, ordered uniform space, QA1-939, coupled coincidence point, $C$-class mapping, ordered uniform space, C-class mapping, Mathematics
Fixed-point and coincidence theorems (topological aspects), \(C\)-class mapping, $c$-class mapping, coupled coincidence point, зв'язана точка збігу, $C$-клас відображень, впорядкований рівномірний простір, Fixed-point theorems, ordered uniform space, QA1-939, coupled coincidence point, $C$-class mapping, ordered uniform space, C-class mapping, Mathematics
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