| Title | Time | Room | Instructor |
|---|---|---|---|
| From Random Matrix Theory to Quantum Many-Body Chaos | 10.10.2022 14:45 - 16:00 (Mon) | Serbyn, Maksym | |
| From Random Matrix Theory to Quantum Many-Body Chaos | 12.10.2022 14:45 - 16:00 (Wed) | Serbyn, Maksym | |
| From Random Matrix Theory to Quantum Many-Body Chaos | 17.10.2022 14:45 - 16:00 (Mon) | Serbyn, Maksym | |
| From Random Matrix Theory to Quantum Many-Body Chaos | 19.10.2022 14:45 - 16:00 (Wed) | Serbyn, Maksym | |
| From Random Matrix Theory to Quantum Many-Body Chaos | 24.10.2022 14:45 - 16:00 (Mon) | Serbyn, Maksym | |
| From Random Matrix Theory to Quantum Many-Body Chaos | 31.10.2022 14:45 - 16:00 (Mon) | Serbyn, Maksym | |
| From Random Matrix Theory to Quantum Many-Body Chaos | 02.11.2022 14:45 - 16:00 (Wed) | Serbyn, Maksym | |
| From Random Matrix Theory to Quantum Many-Body Chaos | 07.11.2022 14:45 - 16:00 (Mon) | Serbyn, Maksym | |
| From Random Matrix Theory to Quantum Many-Body Chaos | 09.11.2022 14:45 - 16:00 (Wed) | Serbyn, Maksym | |
| From Random Matrix Theory to Quantum Many-Body Chaos | 14.11.2022 14:45 - 16:00 (Mon) | Serbyn, Maksym | |
| From Random Matrix Theory to Quantum Many-Body Chaos | 16.11.2022 14:45 - 16:00 (Wed) | Serbyn, Maksym |
Description:
In this course we aim to start with the basics of the random matrix theory and cover modern understanding of thermalization and ergodicity breaking in quantum systems. The presentation will be not rigorous by mathematical standards, but will rather follow physicist perspective.
Time permitting, we will also touch upon recent research directions, such as random unitary circuits, quantum many-body scars, and others. The blackboard lectures will be supplemented by three problem sets.
Capacity:
3/10
Course Code:
C_PHY-4001_F22
Course instructor(s):
Maksym Serbyn
Course type:
Taught course
Course level:
Advanced/specialized
Primary Track:
Physics
Secondary Track(s):
Mathematics
Course format:
On campus
Duration:
Half semester
ECTS:
3
Semester:
Fall 1
Minimum number of participants:
4
Target audience:
graduate level students interested in quantum many-body physics and quantum thermalization
Prerequisites:
advanced quantum mechanics and linear algebra
Teaching format:
blackboard lectures
Assessment form(s):
50% participation; 50% completion of three problem sets
Grading scheme:
Pass/fail
Course Category:
Credit Course
Academic Year:
AY 2022/23