Speaker
Alexei Andreanov
(IBS Center for Trapped Ions Quantum Science, Republic of Korea)
Description
Sachdev-Ye-Kitaev model (SYK) is a paradigmatic quantum disordered many-body model, that is solvable. Its solvability provides multiple insights into physics of many-body interacting quantum problems. The standard model features Gaussian random interactions. Various extensions of the original model were considered in the literature, some solvalbe, others not. The solvable extensions typically inherit the properties of the original SYK. We introduce the Levy Sachdev-Ye-Kitaev model, discuss its solvability and properties. It shows some interesting properties not present in the original SYK, while maintaining solvability.
Authors
Alexei Andreanov
(IBS Center for Trapped Ions Quantum Science, Republic of Korea)
Dr
Budhaditya Bhattacharjee
(University of Luxembourg)
Prof.
Dario Rosa
(ICTP SAIFR/IFP UNESP)
Mr
William Esteban Salazar
(National University of Singapore)