Part I Introductory Many-Body Physics
1 Basic Many-Body Quantum Mechanics
2 Adiabatic Switching and Time-Ordered series
3 Atomic Shells and Multiplets
4 Green’s Functions as Thought Experiments
5 Hopping Electron Models: an Appetizer
6 Many-body Effects in Electron Spectroscopies
Part II Symmetry in Quantum Physics
7 Group Representations for Physicists
8 Simpler Uses of Group Theory
9 Product of Representations and Further Physical Applications
Part III More on Green Function Techniques
10 Equations of Motion and Further Developments
11 Feynman Diagrams for Condensed Matter Physics
12 Many-Body Effects and Further Theory
13 Non-Equilibrium Theory
Part IV Non-Perturbative Approaches and Applications
14 Some Recursion Techniques with Applications
15 Aspects of Nonlinear Optics and Many-Photon Effects
Part V Selected Exact Results in Many-Body Problems
16 Quantum Phases
17 Pairing from repulsive interactions
18 Algebraic Methods
Part VI Appendices
Appendix 1: Zero-point Energy in a Pillbox
Appendix II-Character Tables
Proof of the Wigner-Eckart Theorem
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