Solitons and Related Objects in Quantum Field Theories and String Theories
Nonperturbative objects have played important role in our understanding of quantum fifield theory and string theory. In this lecture we survey these objects and study their role in these theories. Some of these objects are BPS objects in supersymmetric fifield theories, like, vortices, monopoles, instantons, branes in string/M theory, and other times like Q-balls and bubble nucleation.
Keywords: Non-perturbative objects, Solitons, BPS, supersymmetry
Keywords: Non-perturbative objects, Solitons, BPS, supersymmetry

讲师
日期
2024年10月22日 至 12月04日
位置
Weekday | Time | Venue | Online | ID | Password |
---|---|---|---|---|---|
周二,周三 | 09:50 - 11:25 | A3-2a-302 | Zoom 17 | 442 374 5045 | BIMSA |
修课要求
Classical mechanics and fifield theory, Electrodynamics, Quantum fifield theory, Classical gravity
课程大纲
1. Kinks
2. Vortices
3. Monopoles
4. Instantons
5. Branes
6. Q-balls
7. Vacuum decay and bubble nucleation
2. Vortices
3. Monopoles
4. Instantons
5. Branes
6. Q-balls
7. Vacuum decay and bubble nucleation
参考资料
David Tong: TASI Lectures on Solitons
M. Shifman and A Yung, Supersymmetric Solitons, hep-th/0703267
Erick Weinberg: Classical Solutions in Quantum Field Theory
K Becker, M Becker, and JH Schwarz: String Theory and M-theory
Freedman and Van Proeyven: Supergravity
J Polchinski: String Theory
Green, Schwarz, Witten: Superstring Theory
M. Shifman and A Yung, Supersymmetric Solitons, hep-th/0703267
Erick Weinberg: Classical Solutions in Quantum Field Theory
K Becker, M Becker, and JH Schwarz: String Theory and M-theory
Freedman and Van Proeyven: Supergravity
J Polchinski: String Theory
Green, Schwarz, Witten: Superstring Theory
视频公开
公开
笔记公开
公开
语言
英文
讲师介绍
I am a theoretical physicist working on quantum field theory and string theory. I have been educated in South Korea and United States. I worked as postdoctoral fellow and faculty member in US and also in South Korea. Recently I joined BIMSA in quantum field theory and string theory group. My research interests are also on cosmology, black holes, particle phenomenology, geometry, representation theory, vertex operator algebras, categorical symmetries, and number theory.