QFT_0- 24343

Introduction to Quantum Field Theory - SS 1400-01 (2021-22)

General Information

Course Schedules

  • Semester starts on: Saturday 1400/11/23
  • Semester ends on: Saturday 1401/03/16 + at least 3 additional lectures
  • Midterm Exam on: Saturday 1401/02/24 at 13:30
  • Final Exam on: Saturday 1401/05/01 at 09:00

References

Scores

Content

Part I: Single Particle Relativistic Wave Function
Classical field theory of continuous systems
Global symmetries and Noether theorem
Klein-Gordon equation
Dirac equation
Free particle solutions of Dirac equation
Chiral fields
Discrete symmetries
Part II: Canonical Quantization and Particle Interpretation
Real Klein-Gordon field
Complex Klein-Gordon field
Electromagnetic field (in radiation and covariant gauge)
Dirac Field
Part III: Interacting Fields and Feynman Diagrams
Perturbative expansion of correlation functions
Wick's theorem for bosons and fermions
Feynman diagrams
Feynman rules for scalar theory
Feynman rules and integrals for Yukawa theory
Feynman rules and integrals for Quantum Electrodynamics
S-Matrix elements from Feynman diagrams
Yukawa Potential in semi-classical limit

Lecture Notes

Week 01: L01:1400/11/23 L02:1400/11/25
Week 02: L03:1400/11/30 L04:1400/12/02
Week 03: L05:1400/12/07 L06:1400/12/09
Week 04: L07:1400/12/14 L08:1400/12/16
Week 05: L09:1400/12/21 L10:1400/12/23
Week 06: 1401/01/13 L11:1401/01/15
Week 07: L12:1401/01/20 L13:1401/01/22
Week 08: L14:1401/01/27 L15:1401/01/29
Week 09: 1401/02/03 L16:1401/02/05
Week 10: L17:1401/02/10 1401/02/12
Week 11: L18:1401/02/10 L19:1401/02/19
Week 12: L20:1401/02/24 (MT) L21:1401/02/26
Week 13: L22:1401/02/31 L23:1401/03/02
Week 14: L24:1401/03/07 L25:1401/03/09
Week 15: 1401/03/14 L26:1401/03/16
Week 16: L27:1401/03/21 L28:1401/03/21

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