C$_{\mathrm{G}}$\textbf{-class function approach to random coincidence point results for weakly increasing contraction mappings

A. Hojat Ansari; M.  Akbari; Hassen Aydi; S. Radenovic

doi:10.5269/bspm.81398

C$_{\mathrm{G}}$\textbf{-class function approach to random coincidence point results for weakly increasing contraction mappings

Autores/as

A. Hojat Ansari
M. Akbari
Hassen Aydi Universit\'e de Monastir, Institut Sup\'erieur d'Informatique de Mahdia, Route de Rjiche, Km 4, BP 35, Mahdia 5121, Tunisie.
S. Radenovic

DOI:

https://doi.org/10.5269/bspm.81398

Resumen

This paper aims to develop random coincidence point
theorems for weakly increasing random operators within the framework of
ordered metric spaces, utilizing generalized altering distance functions in
conjunction with C$_{\mathrm{G}}$\textbf{-class} functions. The findings
offer stochastic extensions and generalizations of several established
results from the existing literature.