Mathematical Analysis: Theory and Applications provides an overview of the most up-to-date developments in the field, presenting original contributions and surveys from a spectrum of respected academics. Readers will discover numerous valuable tools and techniques to enhance their understanding of recent advancements in mathematical analysis and its applications. Each chapter highlights new research directions, making this book suitable for graduate students, faculty, and researchers with an active interest in the development of mathematical analysis and its practical implementation. Minimal prerequisites in analysis, topology, and functional analysis are required for readers to fully benefit from the content.

Features

Showcases the latest advancements in these areas by featuring contributions from distinguished scientists and mathematicians from around the world
Suitable as a reference for postgraduate students and researchers
Explores future research directions

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Yes, you can access Mathematical Analysis by Pradip Debnath,H M Srivastava,Delfim F. M. Torres,Yeol Je Cho in PDF and/or ePUB format, as well as other popular books in Mathematics & Complex Analysis. We have over one million books available in our catalogue for you to explore.

Information

Publisher

Chapman and Hall/CRC

Year

2024

eBook ISBN

9781040227060

Edition

Topic

Mathematics

Subtopic

Complex Analysis

Index

Mathematics

Cover
Half-Title
Title
Copyright
Contents
Preface
Editor Biographies
List of Contributors
CHAPTER 1 Developments, Applications and Open Problems in Fixed Point Theory
CHAPTER 2 Several Recent Episodes on the Metric Completeness
CHAPTER 3 Fixed Point Theorems in p-Normed Spaces
CHAPTER 4 New Versions of Kannan-Type Map
CHAPTER 5 Some Applications of a Kittaneh Inequality to Operator-Valued Integrals on Hilbert Spaces
CHAPTER 6 Frozen Derivative Iterative Methods of High Order for Equations
CHAPTER 7 Application of Some Classes of Mittag-Leffler Functions in Solving Conformal Fractional Differential Equations
CHAPTER 8 The Non-Population Conserving SIR Model on Time Scales
CHAPTER 9 Stability Criteria of Nonlinear Generalized Proportional Fractional Delayed Systems
CHAPTER 10 On the Hamburger-Oberhettinger-Soni Modular Relations
CHAPTER 11 Extended and Efficient Secant-Type Methods Based on Generalized Schmidt-Schwetlick Conditions
CHAPTER 12 Summation of Schlömilch-Type Series
CHAPTER 13 Cross-Diffusion-Driven Instability and Non-Linear Analysis in a Spatio-Temporal Oncolytic Therapeutic Model
CHAPTER 14 From Metric Spaces to O-Metric Spaces: Generalizing the Metrical Triangle Inequality
CHAPTER 15 Stability Analysis of a Diffusive SVIR Epidemic Model with Distributed Delay, Imperfect Vaccine, and General Incidence Rate
CHAPTER 16 Gauss-Newton Methods for Convex Composite Optimization under Generalized Continuity Conditions
Index

About this book

Frequently asked questions

Information

Table of contents