PhD School
Quantum Transport and Universality from Topological Materials to Quantum Hydrodynamics
Benjamin Doyon (King's College London)
Gian Michele Graf (ETH Zürich)
Tomaz? Prosen (University of Ljubljana)
Marcello Porta (Eberhard-Karls Universität Tübingen)
16/09/2019 ore 09:00
fino al 20/09/2019
dove: Largo San Leonardo Murialdo, 1
| Palazzo Corsini, Accademia Nazionale dei Lincei, Roma |
The understanding of
transport properties in interacting quantum systems is one of the fundamental problems, still mostly open, in condensed matter physics and statistical mechanics. Among the unsolved questions it is worth mentioning:
- the role of integrability in the study of transport properties;
- the combined effects of disorder and interactions among particles;
- the emergence of anomaly terms in transport coefficients for Weyl semimetals.
These questions have stimulated a flourishing activity in theoretical condensed matter systems and have lead to recent unexpected developments, based on a combination of techniques ranging from
Bethe Ansatz to
conformal field theory, from
gauge theories to
Renormalization Group.
info: http://www.mat.uniroma3.it/users/giuliani/public_html/QTU2019/pagine_sito/index.html
