Dave E. Joyce 的三角函数课程

(差不多) 上面所有的, 在这里!(K.Kubota, Kentucky). 还可以看 Chris Pope 的讲义: Methods1-ch1 Methods1-ch2

Fourier变换。复数的使用。级数的收敛。

Gamma函数（享受在学习他的性质时的乐趣）.

Lagrange 和 Hamilton方程的更多讲解

A.A. Louro 的光学讲义

Alfred Huan的”统计力学“教材

Donald B. Melrose教授的热力学讲义

（仅仅一些非常基本的）电子学：电路。欧姆定律。电容，电感，利用复数计算他们的效应。晶体管，二极管（他们的工作原理以后再学）。

Mathematica for Students of Science by James Kelly Angus MacKinnon, Computational Physics

W. .J. Spence, Electromagnetism

Bo Thide抯 EM Field theory text (advanced)

Introduction to QM and special relativity: Michael Fowler

An alternative Introduction

Niels Walet lecture course on QM (Manchester) lecture notes

（非相对论）量子力学。玻尔原子

Solid State Physics: notes by Chetan Nayak (UCLA)。

See John Heinbockel, Virgunia。

See Chr. Pope: Methods2。

G.’t Hooft: Lie groups, in Dutch + exercises。

Peter Dunsby’s lecture course on tensors and special relativity。

Michigan notes on (advanced) Quantum Mechanics。

Introduction + exercises by G. ‘t Hooft。

Alternative: Sean M. Carrol’s lecture notes on GR。

Pierre van Baal’s notes on QFT。

Introduction + exercises。

A more general site for superstrings。

Superstring theory。超弦理论。

H. Margenau and G.M. Murphy, The Mathematics of Physics and Chemistry, D. v.Nostrand Comp.

R. Baker, Linear Algebra, Rinton Press

L. E. Reichl: A Modern Course in Statistical Physics, 2nd ed.

R. K. Pathria: Statistical Mechanics

M. Plischke & B. Bergesen: Equilibrium Statistical Physics

L. D. Landau & E. M. Lifxxxxz: Statistical Physics, Part 1

S.-K. Ma, Statistical Mechanics, World Scientific

J.D. Jackson, Classical Electrodynamics, 3rd ed., Wiley & Sons.

A. Das & A.C. Melissinos, Quantum mechanics, Gordon & Breach

A.S. Davydov, Quantum Mechanics. Pergamon Press

E. Merzbacher, Quantum Mechanics, Wiley & Sons

R. Shankar, Principles of Quantum Mechanics, Plenum

B. de Wit & J. Smith, Field Theory in Particle Physics, North-Holland

I.J.R. Aitchison & A.J.G. Hey, Gauge Theories in Particles Physics, Adam Hilger

L.H. Ryder, Quantum Field Theory, Cambridge Univ. Press

C. Itzykson & J.-B. Zuber, Quantum Field Theory, McGraw-Hill.

M.B. Green, J.H. Schwarz & E. Witten, Superstring theory, Vols. I & II, Cambridge Univ. Press

J. Polchinski, String Theory, Vols. I & II, Cambridge Univ. Press

Last revised: February 20, 2003

Copy from the internet, thanks to the author. ——modified by TAHO