Modern Computational Methods for Fractional Differential Equations provides a comprehensive introduction to the fundamentals of fractional calculus. Covering a range of analytical and numerical methods specifically designed for fractional calculus problems, the book explains the step-by-step implementation and computational aspects of these methods. Readers of this book should feel empowered to effectively apply analytical and numerical techniques to solve fractional calculus problems.
Features
· Practical examples and case studies
· Suitable material for professional and postgraduate researchers
· Numerous interesting and novel problems.
Preface
Author Bios
Contributors
Chapter 1 - Preliminaries
Chapter 2 - Decomposition Methods for Fractional Differential Equations
Chapter 3 - Variational Iteration Method for FDEs
Chapter 4 - Differential Transform Method for FDEs
Chapter 5 - Numerical Methods for Fractional Differential Equations
Chapter 6 - Operational Matrices
Chapter 7 - Wavelet Method for Fractional Differential Equations
Bibliography
Index
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