Mathematical Physics

By A. K. Ghatak, I. C. Goyal, S. J. Chua more
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Product Specifications

Publisher Laxmi Publications All Physics books by Laxmi Publications
ISBN 9789386202017
Author: A. K. Ghatak, I. C. Goyal, S. J. Chua
Number of Pages 636
Edition First Edition
Available
Available in all digital devices
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Mathematical Physics - Page 1 Mathematical Physics - Page 2 Mathematical Physics - Page 3 Mathematical Physics - Page 4 Mathematical Physics - Page 5

Mathematical Physics by A. K. Ghatak, I. C. Goyal, S. J. Chua
Book Summary:

Mathematics is an essential ingredient in the training of those seeking careers in science and engineering. No matter what the specialization, it is absolutely essential for scientists, physicists and engineers to not only develop an understanding of basic techniques of mathematics but also extend their manipulative skills to apply those techniques in their fields. The choice of mathematical topics in this book is evolved from the lectures given by the authors to undergraduate and postgraduate students in physics and engineering at IIT, New Delhi and at the National University of Singapore. Throughout the book, the authors have followed a style of presentation emphasising the derivation of techniques from the first principles. The illustrative material, solved examples and problems have been chosen for their value in applications of interest to scientists and engineers. This book should meet the requirements of students of engineering and physical sciences at the undergraduate and postgraduate levels. Large number of solved and unsolved numericals make the text also ideal for self-study.

Audience of the Book :
This book Useful for Physics Students.
Table of Content:

1. Ordinary Differential Equations I: With Constant Coefficients

2. Ordinary Differential Equationsii: The Frobenius Method

3. Ordinary Differential Equations Iii: Some Specific Methods For Solving Second Order Differential Equations

4. Legendre Functions

5. Bessel Functions

6. Hermite Polynomials

7. Laguerre Polynomials

8. Gauss' Hypergeometric Equations

9. Fourier Series

10.Fourier Transform Theory

11. Laplace Transform

12. The Strum-Liouville Equation

13. The Dirac Delta Function

14. The Green'S Function

15. Partial Differential Equations

16. Airy Functions

17. The Jwkb Approximation

18. Lagrange'S Equations Of Motion

19. Calculus Of Varitions

20. Numerical Methids: Finite Differences

21. Numerical Solution Of Second Of Second Order Differential Equations Along With Computer Programs

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