Methods Of Mathematical Physics -II (Teach Yourself) For BS MSc By Syad Hamad Bukhari - Quanta

"Teach Yourself Methods Of Mathematical Physics -II" by Syed Hamad Bukari is an advanced textbook tailored for undergraduate and postgraduate students, providing an in-depth exploration of mathematical methods used in physics. This comprehensive guide, designed for self-study, builds upon the foundation laid in the first volume, offering clear explanations, practical examples, and insightful illustrations to facilitate mastery of advanced mathematical techniques. Covering topics ranging from advanced calculus to complex analysis, the book aims to equip students with the mathematical tools necessary to tackle complex problems in theoretical and applied physics.

Key Topics:

1. Advanced Differential Equations - Study of advanced techniques for solving ordinary and partial differential equations, including Sturm-Liouville theory and boundary value problems.
2. Integral Equations - Introduction to integral equations, Fredholm and Volterra equations, and their applications in physics and engineering.
3. Advanced Complex Analysis - Exploration of complex analysis topics such as analytic continuation, conformal mapping, and the theory of residues.
4. Special Functions and Orthogonal Polynomials - In-depth analysis of special functions including orthogonal polynomials, hypergeometric functions, and their properties.
5. Asymptotic Methods - Understanding of asymptotic expansions, perturbation theory, and their applications in solving problems with small parameters.
6. Integral Transforms in Higher Dimensions - Extension of integral transform techniques to higher-dimensional spaces, including Fourier and Laplace transforms in multiple dimensions.
7. Tensor Analysis - Introduction to tensor analysis, tensor algebra, and tensor calculus, with applications in classical and quantum mechanics.
8. Variational Principles - Study of variational calculus, Euler-Lagrange equations in multiple dimensions, and applications in classical mechanics and field theory.
9. Group Theory in Physics - Advanced topics in group theory relevant to physics, including representations, Lie groups, and applications in quantum mechanics and particle physics.
10. Nonlinear Dynamics - Examination of nonlinear dynamics and chaos theory, bifurcation analysis, and applications in classical and quantum systems.

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Writer                 ✤       Syed Hamad Bukari 

Publishers           ✤      QUANTA PUBLISHER