Speaker
Prof.
C.-J. David Lin
(National Chiao-Tung University)
Description
In this talk, we present concluding results from our study of phase structure of the lattice version of the massive Thirring model in 1+1 dimensions. Employing the method of matrix product state (MPS), several quantities have been investigated, leading to firm numerical evidence of a Kosterlitz-Thouless phase transition. In particular, we examine two correlators and determine the relevant exponents. Exploratory results for real-time dynamics pertaining to this phase transition, obtained using the approaches of variational uniform MPS and time-dependent variational principle, will also be discussed.
Authors
Prof.
C.-J. David Lin
(National Chiao-Tung University)
Mr
David T.-L. Tan
(National Chiao-Tung University)
Mr
Hao-Ti Hung
(National Taiwan University)
Prof.
Krzysztof Cichy
(Adam Mickiewicz University, Poznan)
Dr
Mari Carmen Banuls
(MPQ and MCQST Munich)
Prof.
Ying-Jer Kao
(National Taiwan University)
Mr
Yu-Ping Lin
(University of Colorado at Boulder)
