Irreducible Tensor Methods - An Introduction for Chemists

Title Page
Preface
Introduction
Chapter 1 - The Rotation Operator
Chapter 2 - The Wigner Rotation Matrices
Chapter 3 - The Coupling of Two Angular Momenta
Chapter 4 - Scalars, Vectors, Tensors
Chapter 5 - Irreducible Tensor Operators
Chapter 6 - The Wigner-Eckart Theorem
Chapter 7 - The 6-j Symbol
Chapter 8 - The 9-j Symbol
Chapter 9 - The Matrix Elementsof Irreducible Tensor Operators
Chapter 10 - The Coulomb Interaction
Chapter 11 - Spin-Orbit Coupling
Chapter 12 - The Magnetic Dipole-Dipole Interaction
Chapter 13 - Spin-Spin Couplings
Chapter 14 - The Electronic Zeeman Interaction
Chapter 15 - Operator Equivalents
Chapter 16 - Real Tensorial Sets in R[3]-Cartesian Tensors
Chapter 17 - Some Multipole Expansions
Chapter 18 - Racah Algebra for Point Groups
Chapter 19 - Operators and Matrix Elements
Chapter 20 - Spinor Groups
Chapter 21 - Matrix Elementsin Multielectron Systems
Chapter 22 - Reduced Matrix Elementsin Multielectron Systems
Chapter 23 - Spin-Orbit Couplingin a Low-Spin d5 Complex
Chapter 24 - Further Examplesof Spin-Orbit Coupling
Chapter 25 - Electric Dipole Transitionsin a Tetrahedral Complex
Chapter 26 - Second Quantization
Chapter 27 - Photoelectron Spectraof Open-Shell Molecules
Chapter 28 - Vector Fields
Chapter 29 - Light
Chapter 30 - Light Scattering
References
Index