Enriched P-Contractions on Normed Space and a Fixed Point Result

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Turkish Journal of Mathematics and Computer Science
Volume:16 Issue:1
Enriched P-Contractions on Normed Space and a Fixed Point Result

Enriched P-Contractions on Normed Space and a Fixed Point Result

Authors : İshak Altun, Hatice Aslan Hançer, Merve Doğan Ateş

Pages : 64-69

Doi:10.47000/tjmcs.1391969

View : 39 | Download : 65

Publication Date : 2024-06-30

Article Type : Research Paper

Abstract :This paper introduces the concept of enriched $P$-contractions on linear normed spaces, and provides illustrative examples that highlight the differences between this new concept and its previous counterparts. It then gives a research result regarding the existence and uniqueness of the fixed point of this innovative type of contractions in Banach spaces. Finally, reminds us of the concept of enriched nonexpansive mappings and also offers a simple fixed point theorem for such mappings.
Keywords : Fixed point, P contraction, enriched contraction, Banach space

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