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Fixed Point Theory in Metric Spaces

Overview of attention for book
Cover of 'Fixed Point Theory in Metric Spaces'

Table of Contents

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    Book Overview
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    Chapter 1 Banach Contraction Principle and Applications
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    Chapter 2 On Ran–Reurings Fixed Point Theorem
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    Chapter 3 The Class of $$(\alpha ,\psi )$$ -Contractions and Related Fixed Point Theorems
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    Chapter 4 Cyclic Contractions: An Improvement Result
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    Chapter 5 The Class of JS-Contractions in Branciari Metric Spaces
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    Chapter 6 Implicit Contractions on a Set Equipped with Two Metrics
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    Chapter 7 On Fixed Points That Belong to the Zero Set of a Certain Function
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    Chapter 8 A Coupled Fixed Point Problem Under a Finite Number of Equality Constraints
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    Chapter 9 JS-Metric Spaces and Fixed Point Results
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    Chapter 10 Iterated Bernstein Polynomial Approximations
Attention for Chapter 10: Iterated Bernstein Polynomial Approximations
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