PHY-817: Advanced Statistical Physics
In this course, we will study the collective behavior of interacting many-body systems, leading us naturally to the topics of phase transitions, critical phenomena, and universality. We will explore these ideas using the tools of statistical field theory and the renormalization group. Topics will include Ginzburg-Landau theory, Goldstone modes, the perturbative renormalization group, epsilon and large N expansions, topological defects and the Berezinskii-Kosterlitz-Thouless phase transition, non-linear sigma models, random systems and basic notions of conformal field theory.
Level:
Graduate
Credits:
3
Prerequisites:
PHY 602
Corequisites:
none
Semester(s) offered:
Occasional
Course Schedules
Semester | Sec | Instructor | Times / Rm |
---|---|---|---|
Spring 2022 | Romain Vasseur |
MW 4:00-5:15 HAS 104B |
|
Spring 2020 | Romain Vasseur |
MW 4:00-5:15 HAS 136 |
|
Spring 2019 | Romain Vasseur |
MW 2:30-3:45 HAS 130 |
|
Spring 2018 | Romain Vasseur |
MW 2:30-3:45 HAS 130 |
|
Fall 2008 |
1 |
Nikolay Prokof'ev |
MWF 11:15 LGRT 1033 |
Spring 2002 |
TuTh 9:30 - 10:45 Has 138 |
Department of Physics