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- 作者： Felix Lee (著)
- 學科分類： 社會科學類
- 書籍分類： 文化研究
- 出版社： 國立清華大學出版社
- 出版地：臺灣
- 出版日期：2009
- 語文：繁體中文
- ISBN/識別號：9789868566705
- DOI： 10.978.98686557/05
Mathematical Methods for Physics
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Summary
This book is a written version of a lecture course that I have conducted over anumber of years at National Tsing Hua University on the subject of mathematical methods for physics In response to student requests, once and again, the main purpose of the book is devoted to motivate students to feel free to study mathematics independently The book is intended to provide advanced undergraduate and beginning graduate students in physical science with the most fundamental tools and important background which they will need in the advanced studies It contains a lot of physical examples appearing in many remarkable reference books, or bursting outin my research career All examples have been carried out step by step as clear as possible Through the numerous illustrations readers may become familiar with the basic outlook of mathematical methods for physics, recognize the skillful techniques in general, and enable to apply or to extend to advanced problems
This book is a written version of a lecture course that I have conducted over anumber of years at National Tsing Hua University on the subject of mathematical methods for physics In response to student requests, once and again, the main purpose of the book is devoted to motivate students to feel free to study mathematics independently The book is intended to provide advanced undergraduate and beginning graduate students in physical science with the most fundamental tools and important background which they will need in the advanced studies It contains a lot of physical examples appearing in many remarkable reference books, or bursting outin my research career All examples have been carried out step by step as clear as possible Through the numerous illustrations readers may become familiar with the basic outlook of mathematical methods for physics, recognize the skillful techniques in general, and enable to apply or to extend to advanced problems
- 目錄
-
Preface - chapter.1 Functions of a Complex Variable
- chapter.2 Conformal Mapping
- chapter.3 Elliptic Functions
- chapter.4 Tensor Calculus
- chapter.5 Sturm-Liouville Theory
- chapter.6 Gamma Function
- chapter.7 Bessel Functions
- chapter.8 Legendre Functions
- chapter.9 Other Special Functions
- chapter.10 Fourier Series and Fourier Transform
- chapter.11 Laplace Transform
- chapter.12 Mellin and Hankel Transform
- chapter.13 Integral Equations
- chapter.14 Calculus of Variations
- Bibliography
- Index
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