"Chaos and Fixed Point Theory" ed. by Guillermo Huerta-Cuellar

This book explores some of the latest and most fascinating results on the study of fixed points from a scientific perspective and presents new approaches to studying them along with possible applications.

The field of mathematics has produced many beautiful results, and among them, fixed points hold great importance as they can be used to describe and explain various mathematical curiosities, even those of the most complex technical applications.
Contents
1. Fixed Points Theory and Chaos
2. Coupled Fixed Points for (φ,ψ) - Contractive Mappings in Partially Ordered Mod
3. Common Fixed Points of Asymptotically Quasi-Nonexpansive Mappings in Cat(0) Spaces
4. Iterative Algorithms for Common Solutions of Nonlinear Problems in Banach Spaces
5. On Fixed Point for Derivative of Set-Valued Functions
6. Stability Estimates for Fractional Hardy-Schrödinger Operators


More : You find here