Symmetry of Many-Electron Systems

Content: 
Front Matter, Page iii
Copyright, Page iv
Translator's Note, Page x
Preface to Russian Edition, Pages xi-xii
INTRODUCTION TO MATHEMATICAL APPARATUS, Page 1
CHAPTER I - Basic Concepts and Theorems of Group Theory, Pages 3-29
CHAPTER II - The Permutation Group, Pages 30-56
CHAPTER III - Groups of Linear Transformations, Pages 57-82
CHAPTER IV - Tensor Representations and Tensor Operators, Pages 83-104
INTRODUCTION TO SYMMETRY AND QUANTAL CALCULATIONS, Page 105
CHAPTER V - Principles of the Application of Group Theory to Quantum Mechanics, Pages 107-123
CHAPTER VI - Classification of States, Pages 124-166
CHAPTER VII - The Method of Coefficients of Fractional Parentage, Pages 167-198
CHAPTER VIII - Calculation of Electronic States of Molecular Systems, Pages 199-284
APPENDIX 1 - Character Tables for Point Groups, Pages 285-288
APPENDIX 2 - Matrices of Orthogonal Irreducible Representations of the Point Groups, Pages 289-292
APPENDIX 3 - Tables for the Reduction of the Representations  to the Group R3, Pages 293-295
APPENDIX 4 - Character Tables for the Permutation Groups π2 to π8, Pages 296-298
APPENDIX 5 - Matrices of the Orthogonal Irreducible Representations for the Permutation Groups π3 to π6, Pages 299-314
APPENDIX 6 - Tables of the Matrices  for Values of N from 3 to 6, Pages 315-330
APPENDIX 7 - Tables of the Matrices  for Values of N from 3 to 6, Pages 331-351
References, Pages 353-359
Author Index, Pages 361-364
Subject Index, Pages 365-370
Physical Chemistry: A Series of Monographs, Pages ibc1-ibc2