Abstract
AbstractThis paper provides two wide classes of contractions, which are obtained by using notions of $\alpha _{s^{p}} $
α
s
p
-admissibility and the rich set of C-class functions in the setting of a complete b-metric-like space under more general contractive conditions. An application is provided and many known results in the literature can be derived.
Publisher
Springer Science and Business Media LLC
Subject
Applied Mathematics,Algebra and Number Theory,Analysis
Reference31 articles.
1. Younis, M., Singh, D., Asadi, M., Joshi, V.: Results on contractions of Reich type in graphical b-metric spaces with applications. Filomat 33(17), 5723–5735 (2019)
2. Mlaiki, N., Aydi, H., Souayah, N., Abdeljawad, T.: Controlled metric type spaces and the related contraction principle. Mathematics 6(10), 194 (2018)
3. Aydi, H., Chen, C.M., Karapinar, E.: Interpolative Ciric-Reich-Rus type contractions via the Branciari distance. Mathematics 7(1), 84 (2019)
4. Alghamdi, M., Ozyurt, S.G., Karapinar, E.: A note on extended Z-contraction. Mathematics 8(2), 195 (2020)
5. Marasi, H.R., Aydi, H.: Existence and uniqueness results for two-term nonlinear fractional differential equations via a fixed point technique. J. Math. 2021, Article ID 6670176 (2021)
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