A nonunique common fixed point theorem of Rhoades type in b-metric spaces with applications
Publish Year: 1400
Type: Journal paper
Language: English
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Document National Code:
JR_IJNAA-12-2_031
Index date: 2 December 2022
A nonunique common fixed point theorem of Rhoades type in b-metric spaces with applications abstract
The aim of this paper is to prove a nonunique common fixed point theorem of Rhoades type for two self-mappings in complete b-metric spaces. This theorem extends the results of [17] and [49]. Examples are furnished to illustrate the validity of our results. We apply our theorem to establish the existence of common solutions of a system of two nonlinear integral equations and a system of two functional equations arising in dynamic programming.
A nonunique common fixed point theorem of Rhoades type in b-metric spaces with applications Keywords:
b-metric space , Common fixed point , Picard sequence , nonlinear inte- gral equations , Dynamic Programming
A nonunique common fixed point theorem of Rhoades type in b-metric spaces with applications authors