New Approach To Fixed Point Theorems
Qamrul Haque Khan, Tawseef Rashid
TL;DR
This paper introduces a novel approach to fixed point theorems, expanding the scope of classical results like Banach Contraction and Ran-Reurings theorems within metric spaces.
Contribution
It presents a new version of fixed point theory that generalizes and extends existing theorems in metric spaces.
Findings
New fixed point theorems established
Generalizations of Banach and Ran-Reurings principles
Potential applications to nonlinear analysis
Abstract
In this article, we discuss a new version of metric fixed point theory especially of Banach Contraction Principle, Ran-Reurings Theorem and others.
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Taxonomy
TopicsFixed Point Theorems Analysis · Optimization and Variational Analysis