| Description |
1 online resource (493 p.) |
| Contents |
Cover -- Half Title -- Title Page -- Copyright Page -- Table of Contents -- Preface -- Editor Biographies -- List of Contributors -- Chapter 1 Generalized Boyd-Wong-Type Contractions and Related Fixed-FigureResults -- 1.1 Introduction and Preliminaries -- 1.2 Generalized Boyd-Wong-Type Fixed-Figure Results -- 1.3 Conclusion and FutureWork -- Bibliography -- Chapter 2 Remarks on the Metatheorem in Ordered Fixed PointTheory -- 2.1 Introduction -- 2.2 The 2023 Metatheorem -- 2.3 The 2022 Metatheorem -- 2.4 Examples of Metatheorem -- 2.4.1 Brézis-Browder in 1976 -- 2.4.2 Fierro in 2015 |
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2.4.3 Fierro in 2017 -- 2.4.4 Fierro in 2021 -- 2.5 Comments on Works of Other Authors -- 2.5.1 Fierro -- 2.5.2 Boros, Iqbal, and Száz -- 2.5.3 Boros, Iqbal, and Száz -- 2.5.4 Iqbal and Száz -- 2.6 Our Resolution and New Caristi Theorem -- 2.7 Epilogue -- Bibliography -- Chapter 3 On Wardowski Type Results in the Framework of G-Metric Spaces -- 3.1 Introduction and Preliminaries -- 3.2 Main Results -- 3.3 Conclusion -- Bibliography -- Chapter 4 Some New Fixed Point Results in Archimedean Type Intuitionistic Fuzzy b-Metric Space -- 4.1 Introduction -- 4.2 Some Basic Definitions |
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4.3 Some Fixed Point Theorems and Related Propositions -- 4.3.1 Definitions -- 4.3.2 Theorems -- 4.4 Application -- 4.5 Conclusion -- Bibliography -- Chapter 5 Fixed Point Theorems for Quasi Upper Semicontinuous Set-valued Mappings in p-Vector and Locally p-Convex Spaces -- 5.1 Introduction -- 5.2 Some Basic Notions and Results of p-Vector Spaces -- 5.3 Fixed Point Theoremsin p-Vector Spaces and Locally p-Convex Spaces -- Acknowledgment -- Compliance with Ethical Standards -- Bibliography -- Chapter 6 Proinov Es-Contraction Type Unique and Non-Unique Fixed-Point Results on S-Metric Spaces |
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7.5 Application -- 7.6 Conclusion -- Bibliography -- Chapter 8 Summarized Proofs to Find Common Fixed Points of Prešic Contractions for Four Maps -- 8.1 Introduction -- 8.2 Main Results -- 8.3 Example -- 8.4 Prešić-Hardy-Rogers Type Fixed Point Results -- 8.5 Example -- 8.6 Application -- 8.7 Conclusion -- Bibliography -- Chapter 9 Fixed Point Method: Ulam Stability of Mixed Type Functional Equation in ß-Banach Modules -- 9.1 Introduction -- 9.2 Main Results -- 9.2.1 Stability Results: When f Is Odd -- 9.2.2 Stability Results: When f Is Even -- 9.2.3 Stability Results for the Mixed Case |
| Notes |
Description based upon print version of record |
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9.3 Conclusion |
| Form |
Electronic book
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| Author |
Torres, Delfim F. M
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Cho, Yeol Je
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| ISBN |
9781000967265 |
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1000967263 |
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