Commit 22455f0f authored by Sebastian Greschner's avatar Sebastian Greschner

modified: lgt2_paper.aux

	modified:   lgt2_paper.log
	modified:   lgt2_paper.pdf
	modified:   lgt2_paper.tex
	modified:   parity_string_order_QLL_FourLegs_OneRung_SpinHalf_DMRG_upup_L100_chi100.pdf
	modified:   references.bib
	modified:   supmat.log
	modified:   supmat.pdf
	entanglement_spectrum_QLM_FourLegs_DMRG_OBC_n2.00_k0.00_m0.00_L100_chi100.pdf
parent 9b668acb
......@@ -34,7 +34,7 @@
\citation{Cardarelli2017}
\citation{supmat}
\citation{supmat}
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\@writefile{lof}{\contentsline {figure}{\numberline {2}{\ignorespaces Four-leg cylinder at $\mu =0$: (a) Nearest and next-nearest neighbor flippability correlations and (b) fidelity susceptibility with $L=12$, $24$ and $36$ rungs. (c) Local Hilbert space distribution $\nu _k$ of the central rung\nobreakspace {}(see text). (d) Sketched phase diagram of the QLM. Color codes depict the von-Neumann bipartite entanglement entropy $S_{vN}$ of the central rung. Points depicts the estimated phase transition points, by extrapolating the peak positions of the fidelity susceptibility evaluated along the cuts indicated by the dotted lines (DMRG data).}}{2}{}}
\newlabel{fig:4t_cuts_mu0}{{2}{2}{}{}{}}
\citation{supmat}
\citation{Cardarelli2017}
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\OT1/cmr/m/n/10 trix renor-mal-iza-tion group (DMRG) tech-niques [[]]
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......@@ -124,10 +124,11 @@ $\la n_{\vR}\ra$, the arrow size $\la S_{\vR,\vRp}^z\ra$, and the plaquette colo
\begin{figure*}[t]
\centering
\includegraphics[width=0.99\linewidth]{fig2.pdf}
\caption{Four-leg cylinder at $\mu=0$ (a) Fidelity susceptibility with $L=12$, $24$ and $36$ rungs.
(b) Nearest and next-nearest neighbor flippability correlations.
(d) Local Hilbert space distribution $\nu_k$ of the central rung~(see text).
(c) Sketched phase diagram of the QLM. Color codes depict the von-Neumann bipartite entanglement entropy $S_{vN}$ of the central rung.
\caption{Four-leg cylinder at $\mu=0$:
(a) Nearest and next-nearest neighbor flippability correlations and
(b) fidelity susceptibility with $L=12$, $24$ and $36$ rungs.
(c) Local Hilbert space distribution $\nu_k$ of the central rung~(see text).
(d) Sketched phase diagram of the QLM. Color codes depict the von-Neumann bipartite entanglement entropy $S_{vN}$ of the central rung.
Points depicts the estimated phase transition points, by extrapolating the peak positions of the fidelity susceptibility evaluated along the cuts indicated by the dotted lines (DMRG data).}
\label{fig:4t_cuts_mu0}
\end{figure*}
......
......@@ -19,6 +19,8 @@ A vortex~(antivortex) plaquette has a spin configuration up, up, down, down~(dow
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
@article{Kasper2016,
title={Schwinger pair production with ultracold atoms},
author={Kasper, V and Hebenstreit, Florian and Oberthaler, MK and Berges, J},
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