Ulam-Hyers Stability Results for Fixed Point Problems via --Contractive Mapping in ()-Metric Space
By Monica-Felicia Bota, E. Karapınar, Oana Mleşniţe. 2013
72 citations recorded by the source corpus.
We will investigate some existence, uniqueness, and Ulam-Hyers stability results for fixed point problems via --contractive mapping of type-() in the framework of -metric spaces. The presented theorems extend, generalize, and unify several results in the literature, involving the results of Samet et al. (2012).
Subfields: Geometry and Topology
View Paper: https://www.semanticscholar.org/paper/0e5b9ed8618dc21f71f3abdd51c3e7900dd04b7b
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In Geometry and Topology
- Hamed H. Alsulami
- Areej Alharbi
- E. Karapınar
- Mihai Postolache
- Tayyab Kamran
- Zoran Kadelburg
- Stojan Radenovic
- Inci M. Erhan
Citations in the corpus
- Solution of Volterra integral inclusion in b-metric spaces via new fixed point theorem (2017, background): “For some important results on b-metric spaces, we refer the reader to [4, 9, 10, 15, 33].”
- On the Power of Simulation and Admissible Functions in Metric Fixed Point Theory (2017, methodology): “For the sake of completeness, we recollect standard but interesting three examples of b-metric spaces; see, for example, [6, 7] and the related references therein.”