Elementary Molecular Quantum Mechanics. Mathematical Methods and Applications

✍ Scribed by Valerio Magnasco (Auth.)

Year: 2013
Tongue: English
Leaves: 926
Category: Library

No coin nor oath required. For personal study only.

✦ Table of Contents

Content:
Front Matter, Page iii
Copyright, Page iv
Dedication, Page v
Preface, Pages xix-xx
Chapter 1 - Mathematical foundations and approximation methods, Pages 3-68
Chapter 2 - Coordinate systems, Pages 69-86
Chapter 3 - Differential equations in quantum mechanics, Pages 87-150
Chapter 4 - Special functions, Pages 151-214
Chapter 5 - Functions of a complex variable, Pages 215-245
Chapter 6 - Matrices, Pages 247-296
Chapter 7 - Molecular symmetry, Pages 297-322
Chapter 8 - Abstract group theory, Pages 323-379
Chapter 9 - The electron spin, Pages 381-416
Chapter 10 - Angular momentum methods for atoms, Pages 417-445
Chapter 11 - The physical principles of quantum mechanics, Pages 449-465
Chapter 12 - Atomic orbitals, Pages 467-481
Chapter 13 - Variational calculations, Pages 483-532
Chapter 14 - Many-electron wavefunctions and model Hamiltonians, Pages 533-598
Chapter 15 - Valence bond theory and the chemical bond, Pages 599-680
Chapter 16 - Post-Hartree–Fock methods, Pages 681-722
Chapter 17 - Atomic and molecular interactions, Pages 723-788
Chapter 18 - Evaluation of molecular integrals, Pages 789-830
Chapter 19 - Relativistic molecular quantum mechanics, Pages 831-862
Chapter 20 - Molecular vibrations, Pages 863-893
References, Pages 895-909
Author Index, Pages 911-918
Subject Index, Pages 919-932

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