FIXED POINTS FOR VARIANTS OF COMPATIBLE MAPPINGS WITH APPLICATION IN DYNAMIC PROGRAMMING

Kavita, Lather; Kumar, Sanjay; Donganont, Mana; Park, Choonkil

doi:10.22771/nfaa.2025.30.03.03

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FIXED POINTS FOR VARIANTS OF COMPATIBLE MAPPINGS WITH APPLICATION IN DYNAMIC PROGRAMMING

Kavita, Lather;
Kumar, Sanjay;
Donganont, Mana;
Park, Choonkil

Citations

SCOPUS

0

초록

In this paper, we obtain some common fixed point theorems for pairs of compatible mappings of type $(R)$ , type $(E)$ and type $(K)$ satisfying generalized $(ψ, ϕ)$ -weak contraction involving cubic terms of metric functions. We also provide examples for the validity of our results and as applications, we obtain the existence and uniqueness of common solutions of certain functional equations arising in dynamic programming.

키워드

$(\psi; \phi)$-weak contraction; compatible mapping; fixed point; functional equations; dynamic programming.

제목: FIXED POINTS FOR VARIANTS OF COMPATIBLE MAPPINGS WITH APPLICATION IN DYNAMIC PROGRAMMING

저자: Kavita, Lather; Kumar, Sanjay; Donganont, Mana; Park, Choonkil

DOI: 10.22771/nfaa.2025.30.03.03

발행일: 2025-09

유형: Y

저널명: Nonlinear Functional Analysis and Applications

권: 30

호: 3

페이지: 681 ~ 704