作者简介 (美)M. S. 德雷塞尔豪斯(M. S. Dresselhaus),(美)G. 德雷塞尔豪斯(G. Dresselhaus)是美国麻省理工学院教授,在群论和凝聚态物理领域极富声望。(巴西)A. 约里奥(A. Jorio)为凝聚态物理领域有名专家,擅长用对称性的讨论来研究问题,因此对于群论的应用有很深刻的理解和很好丰富的经验。
目录 Part I Basic Mathematics
1 Basic Mathematical Background: Introduction.3
2 Representation Theory and Basic Theorems.15
3 Character of a Representation.29
4 Basis Functions.57
Part II Introductory Application to Quantum Systems
5 Splitting of Atomic Orbitals in a Crystal Potential.79
6 Application to Selection Rules and Direct Products.97
Part III Molecular Systems
7 Electronic States of Molecules and Directed Valence.113
8 Molecular Vibrations, Infrared, and Raman Activity.147
Part IV Application to Periodic Lattices
9 Space Groups in Real Space.183
10 Space Groups in Reciprocal Space and Representations.209
Part V Electron and Phonon Dispersion Relation
11 Applications to Lattice Vibrations.241
12 Electronic Energy Levels in a Cubic Crystals.279
13 Energy Band Models Based on Symmetry.305
14 Spin–Orbit Interaction in Solids and Double Groups.337
15 Application of Double Groups to Energy Bands with Spin.367
Part VI Other Symmetries
16 Time Reversal Symmetry.403
17 Permutation Groups and Many-Electron States.431
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