Abstract
Common fixed points for R-weakly commuting mappings satisfying a weak contraction
Highlights
The Banach fixed point theorem is a basic tool to study fixed point theory, which ensures the existence and uniqueness of a fixed point under appropriate conditions
In 1994, Pant [10] introduced the notion of R-weakly commuting mappings in metric spaces
In 2006, Imdad and Ali [4] introduced the notion of R-weakly commuting of type (P) in fuzzy metric spaces
Summary
The Banach fixed point theorem is a basic tool to study fixed point theory, which ensures the existence and uniqueness of a fixed point under appropriate conditions. In 1994, Pant [10] introduced the notion of R-weakly commuting mappings in metric spaces.
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