|
|
|
|
Misak Sargsian M,W 6:25-7:40pm, DM 163 Office Hours M,W - 3:30-4:30pm, CP224, sargsian@fiu.edu, 305-348-3954 Lecture1 -Quantum Electrodynamics, Local Gauge Invariance, Equations of Motion, Quantization of the field Lecture2 - S-matrix, Perturbation Theory, Feynman Amplitude Feynman Rules. Propagators and Green Functions: Fermions & Photons Lecture3 - Lorentz Gauge, Noninteracting Longitudinal Photons, Feynman and Landau Gauges, Axial Gauges, Proper Planar Gauges, Coulomb, Radiation and Light-Cone Gauges Lecture4 - QED example: electron-muon scattering. QCD Lagrangian & Gauge Fixing in QCD: Lecture 5 - Properties of SU(N) transformation Lecture 6 - Building Yang-Mills Lagrangian from SU(N) Local Gauge Invariance Lecture6suppl - Proving the gauge invariance of the Gluonic Field Lecture7 - Equation of Motion in QCD, Color-Current and Color Charge Conservation - Lorentz Gauge, Interacting Longitudinal Gluons, Ghost Fields - Axial Gauge and Non-Ghost QCD Lecture 8 - Feynman rules in QCD Lecture 9 - Examples in pQCD calculation Lecture 10 - Deep Inelastic Scattering, Structure Functions, Lecture 11 - Bjorken Scaling, partonic distributions Lecture 12 - Partonic Distribution Function of Nucleons Lecture 13 - QCD Evolution Equations I Lecture 14 - QCD Evolution Equations II (Calculation of splitting functions) Lecture 15 - QCD Evolution Equations III (Calculation of splitting functions) Lecture 16 - QCD Evolution Equations IV (Sum rules) Lecture 17 - QCD Evolution Equations V (Master equation) Lecture N- Light Cone Perturbation Theory |
|
||||||
| Grades |
| ©2014 Perturbative QCD • Misak Sargsian | A• B • C • D • E |
