之前这篇是站内信 现在收集不少推荐的书籍 就重贴一次转去各地物理板 置底文放久了常常有被忽略的现象 有需要书籍推荐或是有要推荐书的请多帮忙充实 我相信应该还有不少好书漏掉了 =====================物理书籍推荐区====================================== [大学普物] 1. "Physics for Scientists and Engineers" Douglas C. Giancoli [注]这本是有微积分版 2. "Fundamentals of Physics" Halliday, Resnic, Walker 3. "大学物理学" 李怡严 [注]scorpioeric:推荐是因为中文版，力学，电磁观念写的很精采 因为他用的数学偏向大二应用数学，较适合大二阅读 [大学近代物里] 1. "Modern Physics" Berstein, Fishbane and Gasiorowicz [注]很完善的介绍近代物里 拿来准备SGRE近物部分超好用 2. "Fundamentals of Modern Physics" R. M. Eisberg [大学光学] 1. "Introduction to Modern Optics" G. R. Fowles [注]据说是Berkeley大二Honors物里的用书 [大学力学] 1. "Classical Dynamics of particles and systems" Marion and Thorton [大学量子力学] 1. "Introduction to Quantum Mechanics" D. Griffiths [注]适合拿来入门 但内容不够深入 有兴趣的一定要找第二本来念 2. "Quantum Physics" Gasiorowicz [注]TMCA:算是Griffith到Shanker之间的 sukeda:我比较觉得Gasiorowicz是Eisberg过渡到Griffiths 3. "Principles of Quantum Mechanics" Shankar [注]这本大学和研究所都有在用 breedy认为不适合拿来入门 4. "量子力学" 曾谨言 [大学物理数学] 1. "Mathematical Methods in the Physical Sciences" Boas [大学热力学+统计力学] 1. "Introduction to Satistical Physics" Kerson Huang [注]andrew777推:Entropy的部分很清楚，也很深入 Phase transition也讲得很棒! gonghour:这本似乎是Kerson Huang的Satistical Physics的简编本 2. "Thermal Physics" Kittel and Kroemer 3. "Statistical Mechanics" R. K. Pathria [注]caseypie:几乎是Kerson Huang 的Satistical Physics的数学补完版 4. "Classical and Statistical Thermodynamics" Ashley H. Carter [大学电动力学] 1. "Introduction to Electrodynamics" D. Griffiths [研究所力学] 1. "Classical Mechanics" Goldstein, Poole and Shafko 2. "Mathematical Methods of Classical Mechanics" V. I. Arnold [注]详细介绍symplectic and Poisson geometry在古典力学中的应用 [研究所热力学+统计力学] 1. "Statistical Mechanics" F. Schwabl 2. "Statistical Mechanics" R. K. Pathria [研究所电动力学] 1. "Classical Electrodynamics" J. D. Jackson 2. "Classical Electrodynamics" J. Schwinger [注]jjsakurai:我喜欢他很多小trick 把一些特殊函数的特性变简单 [研究所量子力学] 1. "Modern Quantum Mechanics" J. J. Sakurai 2. "Quantum Mechanics" E. Abers [注]颇新的一本(2005) breedy认为是把群论里的representation结合很好的一本书 3. "Principles of Quantum Mechanics" Shankar [注]这本大学和研究所都有在用 4. "The Principles of Quantum Mechanics" Dirac 5. "Quantum Mechanics: Symbolism of Atomic Measurements" J. Schwinger 6. "Quantum Mechanics" F. Schwabl 7. "Advanced Quantum Mechanics" F. Schwabl [研究所物理数学] 1. "Mathematical Physics" Hassani [注]有非常好的微分方程算符方法等介绍 适合一般理论物理 2. "The Geometry of Physics" Frankel [注]偏粒子理论物理 尤其是弦论必备内容涵盖微分几何到指数定里 [广义相对论] 1. "Gravitation and Cosmology: an application of GR..." S. Weinberg 2. "Spacetime and Geometry: an Introduction to GR" Sean Carroll [固态物理] 1. "Many-Body Quantum Theory in Condensed Matter Physics: An Introduction" Henrik Bruus & Karsten Flensberg [注]federal:大概是最适合初学者的多体书.....可惜错误很多 2. "Quantum Many Particle Systems" John W. Negele & Henri Orland [注]federal:学condensed matter路径积分常看的书 [量子场论] 1. "Quantum Field Theory in a Nutshell" A. Zee 2. "The Quantum Theory of Fields Vol. I, II & III" S. Weinberg 3. "Field Theory: A Modern Primer" P. Ramond 4. "Quantum Field Theory" L. Ryder 5. "An Introduction to Quantum Field Theory" Peskin and Schroeder [超对称与超引力] 1. "Supersymmetry and Supergravity" Wess and Bagger 2. "Modern Supersymmetry" Terning 3. "Supergravity" P. Van Nieuwenhuizen [注]Review article 在 google scholar找一下就有 [共形场论] 1. "Conformal Field Theory" Di Francesco .....待补 --

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