PROF. ADO JORIO - Universidade Federal de Minas Gerais
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TEORIA DE GRUPOS
Preface and Contents
Cap 1: Basic Mathematical Background: Introduction
Cap 2: Representation Theory and Basic Theorems
Cap 3: Character of a Representation
Cap 4: Basic Funcitons
Cap 5: Splitting of Atomic Orbitals in a Crystal Potential
Cap 6: Application to Selection Rules and Direct Products
Cap 7: Eletronic States of Molecules and Directed Valence
Cap 8: Molecular Vibrations, Infrared, and Raman Activity
Cap 9: Space Groups in Real Space
Cap 10: Space Groups in Reciprocal Space and Representations
Cap 11: Applications to Latiice Vibrations
Cap 12: Electronic Energy Levels in a Cubic Crystals
Cap 13: Energy Band Models Based on Symmetry
Cap 14: Spin-Orbit Interaction in Solids and Double Groups
Cap 15: Application of Doble Groups to Energy Bands with Spin
Cap 16: Time Reversal Symmetry
Cap 17: Permutation Groups and Many-Electron States
Cap 18: Symmetry Properties of Tensors
A: Point Group Character Tables
B: Two-Dimensional Space Groups
C: Tables for 3D Space Groups
D: Tables for Double Groups
E: Group Theory Aspects of Carbon Nanotubes
F: Permutation Group Character Tables
References
PROF. ADO JORIO - Universidade Federal de Minas Gerais
PROF. ADO JORIO - Universidade Federal de Minas Gerais