P633/634 Outline :

1. Introduction

2. Quantum Mechanics - review 
     Angular momentum 
     Tensor Operators, Wigner-Eckart theorem
     Rotation group, matrix representation
     Heisenberg, Schrodinger and Interactions pictures
     S-matrix
     Lippman-Schwinger equation
     Second quantization, particle number representation
     Quantum fields, (nonrelativistic) 

3. N-N Interactions
     Preliminaries
     N-N scattering
     Symmetry constraints
     Properties of N-N potential
     Meson exchange models

4. Nuclear Matter
     Properties of nuclear matter
     Fermi gas model
     Independent Pair Approximation

5. Nuclear Structure
     Nuclear shell model
     Particle hole excitations
     Excited states

6. Interactions with external probes
     Dirac equation
     Field quantization (relativistic)
     Feynman rules
     Quantum Electrodynamics
     Multipole analysis of the EM field
     Electron scattering

7. Hadron Spectroscopy, symmetries and quarks
     U(1) (lepton, baryon, axial) P, C, invariance
     SU(2) Isotopic and G parity
     Meson and Baryon octets

8. Constituent Quark Model 
     SU(6) : quarks with spin
     SU(6) x O(3) : ... and with orbital excitations
     Strong, EM and weak transitions
     Spectroscopy and model hamiltonians

9. Parton model
     (In)elastic eN scattering
     Deep Inelastic Scattering
     Space-time picture of the parton model
     Constituent vs current quarks : quark-parton model

10. Quantum Chromodynamics
      Color confinement
      QCD as a gauge theory
      Hamiltonian formulation
      Path integrals, Feynman rules and Green's functions
      Renormalization

11. Applications
      e^+e^- annihilation
      Scaling violations in DIS
      Drell-Yan and fragmentation functions

12. QCD in the Soft Domain
      Lattice formulation
      Heavy quarkonia
      QCD sum rules
      QCD inspired models
      Chiral invariance and effective Lagrangians

13. Summary