Introduction to Quantum Field Theory (QFT_0)
| Spring Semester 2020 (1398-99-2) |
| Lecturer: | Neda Sadooghi |
| Office: | Room 519, Physics Department |
| Time: | Saturdays and Mondays 13:30 - 15:30 |
| Place: | Partovi Auditorium (412) |
| Office hours: | Saturdays 16:00 - 17:00 (Not in the corona holidays) |
| Schedules: |
| Semester starts on: | 19/11/1398 | |
| Semester ends on: | 18/03/1399 | |
| Homework: | Every 4 weeks | |
| Midterm exam: | 15/02/1399 (Take Home) | |
| Final Exam: | 14/04/1399 (Take Home) |
| References: | ||
| M.D. Schwartz | QFT and the Standard Model | |
| M.E. Peskin and D.V. Schroeder | An Introduction to QFT | |
| S. Weinberg | The Quantum Theory of Fields | |
| S. Pokorski | Gauge Field Theory | |
| L. H. Ryder | QFT | |
| C. Itzykson and J. B. Zuber | QFT | |
| References (additional) | ||
| F. Schwabl | Advanced Quantum Mechanics | Fourth Edition, Springer Verlag, 2008 |
| Lorentz Group | ||
| Second quantization | ||
| Contents: | ||
| 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 | ||
| Grades | Schedule | % of your final score | ||||
| Homeworks | 20% | |||||
| Midterm Exam | 30% | |||||
| Final Exam | 50% | |||||
| Lectures: | pdf-files | Date | pdf-files | Date | pdf-files | Date |
| Lecture 01 | 19/11/98 | Lecture 11 | 16/01/99 | Lecture 21 | 20/02/99 | |
| Lecture 02 | 21/11/98 | Lecture 12 | 18/01/99 | Lecture 22 | 22/02/99 | |
| Lecture 03 | 26/11/98 | Lecture 13 | 23/01/99 | Lecture 23 | 27/02/99 | |
| Lecture 04 | 28/11/98 | Lecture 14 | 25/01/99 | Lecture 24 | 29/02/99 | |
| Lecture 05 | 03/12/98 | Lecture 15 | 30/01/99 | اقای شوشتری | 17/03/99 | |
| Lecture 06 | تعطیل | Lecture 16 | 01/02/99 | آقای خالقی | 17/03/99 | |
| Lecture 07 | 10/12/98 | Lecture 17 | 06/02/99 | آقای صادقیان | 19/03/99 | |
| Lecture 08 | 12/12/98 | Lecture 18 | 08/02/99 | آقای میر افشار | 19/03/99 | |
| Lecture 09 | 17/12/98 | Lecture 19 | 13/02/99 | خانم خلج | 24/03/99 | |
| Lecture 10 | 19/12/98 | Lecture 20 | 15/02/99 | خانم فداکار | 24/03/99 | |
| اقای مرتضوی | 26/03/99 | |||||
| Homeworks: | Sets | Upload on | Due: | Solutions | ||
| Set 1 | 10/12/1398 | 18/01/1399 | Solutions | |||
| Quiz-1 | 30/01/1399 | 13:30 | Q2 | |||
| Midterm-Exam | 15/02/1399 | 20/02/1399 | Take Home | |||
| Exams: | Upload on | Due | ||||
| Final Exam | 06/04/1399 | 14/04/1399 at 13:30 | ||||
| Project: | Upload on 29/02/99 | |||||
|
پروژه های درسی مربوط به بخش 5 کتاب پسکین برای روزهای 17، 19، 24 و 26 خرداد ماه 99 |
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| Grade: | Upload on | ||
| List QFT_0 | Quizzes | 01/02/99 | |
| List QFT_0 | HW-1 | 12/02/99 | |
| List QFT_0 | Final | 23/04/99 | |
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توضیحات مربوط به
منابع درس شماره 7 تا 10 کلاس که بصورت مجازی در حال اجرا است
تاریخ بازگذاری: شنبه 10 اسفند 1398 |
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