The book is designed for undergraduates, graduates, and researchers of mathematics studying fixed point theory or nonlinear analysis. Basic techniques and results of topics such as fixed point theory, set-valued analysis, variational principles, and equilibrium problems are presented in an understandable and thorough manner.
The book is designed for undergraduates, graduates, and researchers of mathematics studying fixed point theory or nonlinear analysis. Basic techniques and results of topics such as fixed point theory, set-valued analysis, variational principles, and equilibrium problems are presented in an understandable and thorough manner.
Preface Acknowledgements Notations and Abbreviations 1. Basic Definitions and Concepts from Metric Spaces 2. Fixed Point Theory in Metric Spaces 3. Set-valued Analysis: Continuity and Fixed Point Theory 4. Variational Principles and their Applications 5. Equilibrium Problems and Extended Ekeland's Variational Principle 6. Some Applications of Fixed Point Theory Appendix A. Some Basic Concepts and Inequalities Appendix B. Partial Ordering References Index.
Preface Acknowledgements Notations and Abbreviations 1. Basic Definitions and Concepts from Metric Spaces 2. Fixed Point Theory in Metric Spaces 3. Set-valued Analysis: Continuity and Fixed Point Theory 4. Variational Principles and their Applications 5. Equilibrium Problems and Extended Ekeland's Variational Principle 6. Some Applications of Fixed Point Theory Appendix A. Some Basic Concepts and Inequalities Appendix B. Partial Ordering References Index.
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