Mathematical Analysis of Physical Problems

Rating:
Summary: Great book
Review: This book is much different than the other books dealing with math and physics. A brief description for this book is represent the link between the math used to describe the physical phenomena and the physical phenomena itself, in other words is the answer for this question why this mathematics exactly used in this particular phenomena? which a lot of physics mathematics books don't viewing this point. It is unique and great book.

Rating:
Summary: a book to get the mathematics for physics
Review: This is a very good feeling, when you handle a book which provides all the mathematics (separation of variables, Fourier Laplace analysis, complex plane integration, Green's functions...) necessary to solve almost all the physical problems; especially dealing with partial derivative equations (from vibrating string to Schroedinger equation). The price is also a good point. Thank you Dover.

Rating:
Summary: It is not Mathematical Analysis of Physical Problems
Review: Well this is a good Mathematical Reference Books for Theoretical Physisicst but has nothing to do with Mathematical Analysis of Physical Problems. It has all the tools you need that is fine, there are many similiar books as a reference book but if you think you will find ideas and methods "how to structure the Physical Problems in Mathematical terms", this is not the book.