| Date&Time | Tue Oct 29 2024 (17:00 - 18:00) |
|---|---|
| Speaker | Takanori Anegawa |
| Affiliation | Yonago Natl. Coll. Tech. |
| Title | Dissipation in the 1/D expansion for planar matrix models |
| Abstract | We consider the thermal behavior of a large number of matrix degrees of freedom in the planar limit. We work in 0+1 dimensions, with D matrices, and use 1/D as an expansion parameter. This can be thought of as a non-commutative large-D vector model, with two independent quartic couplings for the two different orderings of the matrices. We compute a thermal two-point correlator to O(1/D) and find that the degeneracy present at large D is lifted, with energy levels split by an amount ∼1/√D. This implies a timescale for thermal dissipation ∼√D. At high temperatures dissipation is predominantly due to one of the two quartic couplings. |
| Remarks | |
| Slide/Video | video1 |
