08.128.165 Theoretical Physics 6a, Relativistic Quantum Field Theory

Course offering details
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Instructors: Mikhail Gorshteyn

Event type: online: Lecture/practice class

Displayed in timetable as: 08.128.165

Hours per week: 6

Credits: 6,0

Language of instruction: Englisch

Min. | Max. participants: - | -

Requirements / organisational issues:
The course will be fully online. 
Link: https://zoom.us/j/3815135633?pwd=bWIvcmlxM0VXaGxTWnUyUWo5R3J1dz09

Recomended textbooks: Peskin&Schröder, Schwartz, Weinberg, Zee.
I will not be following any book to the letter but respective chapters in those books might be helpful.
I will cover
Classical Field Theory (as introduction)
Canonical quantization
Scalar fields
Interacting fields
Dirac fields
Some aspects of renormalization

I will aim at spending some time elaborating actual calculations which students may find useful.
There will be two online lectures a week (Mo, Wed 10:15 - 12:00), plus 2 hours tutorial, the day will be agreed upon.
 

Recommended reading list:
Main book will be "Quantum Field Theory and the Standard Model", by Matthew D. Schwartz 
It is a modern, very clearly written and accurate representation of QFT


I will also now and then use "Quantum Field Theory in a Nutshell", by Anthony Zee
It is a good read, pedagogically laid out.

As one application of scalar phi3 quantum theory and to show how quantum nature of interaction affects physical observables I will use "Strong Interactions of Hadrons at High Energies" by Vladimir Gribov, Chapter 9 "Regge poles in perturbation theory". 

For mathematically well-prepared students I recommend to read  "The Quantum Theory of Fields" vol. 1, by Steven Weinberg.
One of the fathers of the Standard Model gives his comprehensive vision of QFT


 

Digital teaching:
For the online teaching I will use zoom
https://zoom.us/j/3815135633?pwd=bWIvcmlxM0VXaGxTWnUyUWo5R3J1dz09

The plan is to have a "regular" blackboard lecture by streaming the notes taken live on an iPad.
These notes will be uploaded to the website after each lecture. 
 

Appointments
Date From To Room Instructors
1 Mon, 2. Nov. 2020 10:15 11:45 online Mikhail Gorshteyn
2 Wed, 4. Nov. 2020 10:15 11:45 online Mikhail Gorshteyn
3 Mon, 9. Nov. 2020 10:15 11:45 online Mikhail Gorshteyn
4 Wed, 11. Nov. 2020 10:15 11:45 online Mikhail Gorshteyn
5 Mon, 16. Nov. 2020 10:15 11:45 online Mikhail Gorshteyn
6 Wed, 18. Nov. 2020 10:15 11:45 online Mikhail Gorshteyn
7 Mon, 23. Nov. 2020 10:15 11:45 online Mikhail Gorshteyn
8 Wed, 25. Nov. 2020 10:15 11:45 online Mikhail Gorshteyn
9 Mon, 30. Nov. 2020 10:15 11:45 online Mikhail Gorshteyn
10 Wed, 2. Dec. 2020 10:15 11:45 online Mikhail Gorshteyn
11 Mon, 7. Dec. 2020 10:15 11:45 online Mikhail Gorshteyn
12 Wed, 9. Dec. 2020 10:15 11:45 online Mikhail Gorshteyn
13 Mon, 14. Dec. 2020 10:15 11:45 online Mikhail Gorshteyn
14 Wed, 16. Dec. 2020 10:15 11:45 online Mikhail Gorshteyn
15 Mon, 4. Jan. 2021 10:15 11:45 online Mikhail Gorshteyn
16 Wed, 6. Jan. 2021 10:15 11:45 online Mikhail Gorshteyn
17 Mon, 11. Jan. 2021 10:15 11:45 online Mikhail Gorshteyn
18 Wed, 13. Jan. 2021 10:15 11:45 online Mikhail Gorshteyn
19 Mon, 18. Jan. 2021 10:15 11:45 online Mikhail Gorshteyn
20 Wed, 20. Jan. 2021 10:15 11:45 online Mikhail Gorshteyn
21 Mon, 25. Jan. 2021 10:15 11:45 online Mikhail Gorshteyn
22 Wed, 27. Jan. 2021 10:15 11:45 online Mikhail Gorshteyn
23 Mon, 1. Feb. 2021 10:15 11:45 online Mikhail Gorshteyn
24 Wed, 3. Feb. 2021 10:15 11:45 online Mikhail Gorshteyn
25 Mon, 8. Feb. 2021 10:15 11:45 online Mikhail Gorshteyn
26 Wed, 10. Feb. 2021 10:15 11:45 online Mikhail Gorshteyn
Course specific exams
Description Date Instructors Mandatory
1. Oral Examination Time tbd Yes
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Instructors
Mikhail Gorshteyn