Introduction into Integrable Quantum Field Theory
This lecture course is devoted to the study of integrable two-dimensional (1+1) quantum field theories.
We will consider conformal field theory for the massless case and integrable massive field theories.
This course aims to introduce methods that allow accurate results to be obtained for quantum field theories and some of their applications.
We will consider conformal field theory for the massless case and integrable massive field theories.
This course aims to introduce methods that allow accurate results to be obtained for quantum field theories and some of their applications.
Lecturer
Date
29th October, 2025 ~ 31st January, 2026
Location
| Weekday | Time | Venue | Online | ID | Password |
|---|---|---|---|---|---|
| Wednesday | 13:30 - 15:05 | A3-2-303 | - | - | - |
Prerequisite
Basic of quantum field theory
Syllabus
* Basic concepts of QFT (boson and fermion free fields)
* Conformal Field Theory
- Liouville model
- Minimal models, 2D Ising
* Integrable Quantum field theories
- Thirring model
- Bootstrap method: sinh-Gordon, O(N)-model
* Conformal Field Theory
- Liouville model
- Minimal models, 2D Ising
* Integrable Quantum field theories
- Thirring model
- Bootstrap method: sinh-Gordon, O(N)-model
Audience
Graduate
, Postdoc
Video Public
Yes
Notes Public
Yes
Language
English
Lecturer Intro
Andrii Liashyk is a researcher in the field of integrated systems, mainly quantum ones. He received his degree from the Center for Advanced Study at Skoltech in 2020. In 2022 he joined BIMSA as a Assistant Professor.