Shunsuke Furukawa
University of Toronto
Network
Latest external collaboration on country level. Dive into details by clicking on the dots.
Publication
Featured researches published by Shunsuke Furukawa.
Physical Review Letters | 2009
Shunsuke Furukawa; Vincent Pasquier; Jun’ichi Shiraishi
We study the generic scaling properties of the mutual information between two disjoint intervals, in a class of one-dimensional quantum critical systems described by the c=1 bosonic field theory. A numerical analysis of a spin-chain model reveals that the mutual information is scale invariant and depends directly on the boson radius. We interpret the results in terms of correlation functions of branch-point twist fields. The present study provides a new way to determine the boson radius, and furthermore demonstrates the power of the mutual information to extract more refined information of conformal field theory than the central charge.
Physical Review B | 2009
Jean-Marie Stéphan; Shunsuke Furukawa; Grégoire Misguich; Vincent Pasquier
We study the Shannon entropy of the probability distribution resulting from the ground-state wave function of a one-dimensional quantum model. This entropy is related to the entanglement entropy of a Rokhsar-Kivelson-type wave function built from the corresponding two-dimensional classical model. In both critical and massive cases, we observe that it is composed of an extensive part proportional to the length of the system and a subleading universal constant
Physical Review Letters | 2010
Shunsuke Furukawa; Masahiro Sato; Shigeki Onoda
{S}_{0}
Physical Review B | 2007
Shunsuke Furukawa; Grégoire Misguich
. In
Nature Communications | 2017
Yuto Ashida; Shunsuke Furukawa; Masahito Ueda
c=1
Physical Review Letters | 2006
Shunsuke Furukawa; Grégoire Misguich; Masaki Oshikawa
critical systems (Tomonaga-Luttinger liquids), we find that
Physical Review B | 2012
Shunsuke Furukawa; Masahiro Sato; Shigeki Onoda; Akira Furusaki
{S}_{0}
Physical Review B | 2010
Shunsuke Furukawa; Masahiro Sato; Akira Furusaki
is a simple function of the boson compactification radius. This finding is based on a field-theoretical analysis of the Dyson-Gaudin gas related to dimer and Calogero-Sutherland models. We also performed numerical demonstrations in the dimer models and the spin-1/2
Journal of the Physical Society of Japan | 2008
Shunsuke Furukawa; Masahiro Sato; Yasuhiro Saiga; Shigeki Onoda
XXZ
Physical Review B | 2011
Shunsuke Furukawa; Tyler Dodds; Yong Baek Kim
chain. In a massive (crystal) phase,