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% !TeX document-id = {c68ea1ac-ebac-4541-a297-17005c6d2297} | ||
% !TeX encoding = UTF-8 | ||
% !TeX spellcheck = en_US | ||
% !TeX TS-program = pdflatex | ||
% !TeX TXS-program:bibliography = biber -l zh__pinyin --output-safechars % | ||
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\documentclass[12pt]{article} | ||
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\input{preamble-slides.tex} | ||
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\usepackage{tikz} | ||
\usepackage{caption} | ||
%\usepackage{snapshot} | ||
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\renewenvironment{frame}[1]% | ||
{\section*{#1}}% | ||
{\clearpage} | ||
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\usepackage{enumitem} | ||
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\setlength{\parindent}{0pt} | ||
\setlength{\droptitle}{-7.5\baselineskip} | ||
\pretitle{% | ||
\bfseries\noindent\large\\[2ex] | ||
\arxiv{2303.04836} | ||
\Large\\ | ||
} | ||
\title{Glue-on AdS holography for $T\bar T$-deformed CFTs} | ||
\posttitle{% | ||
\par%\vspace{.5\baselineskip} | ||
\vspace{-.7\baselineskip} | ||
\noindent\rule{\linewidth}{1.2pt}\par | ||
\vspace{0.\baselineskip} | ||
} | ||
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\preauthor{\noindent} | ||
\author{% | ||
Luis Apolo, | ||
Peng-Xiang Hao \textkai{郝鹏翔}, | ||
\textbf{Wen-Xin Lai \textkai{赖文昕}}, | ||
and Wei Song \textkai{宋伟} | ||
} | ||
\postauthor{\vspace{-3.8\baselineskip}} | ||
\date{} | ||
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\addbibresource{glueon-beamer.bib} | ||
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\usepackage{xspace} | ||
\newcommand{\TTbar}{\texorpdfstring{\ensuremath{T\bar{T}}}{TTbar}\xspace} | ||
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\begin{document} | ||
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\maketitle | ||
\thispagestyle{empty} | ||
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\begin{equation*} | ||
\large | ||
\hspace{-2em} | ||
\begin{aligned} | ||
\textbf{Proposal:}\ \, | ||
\textrm{Cutoff} | ||
\ &/\ % | ||
\text{\textbf{\textit{glue-on}} $\mrm{AdS}_3$ Gravity} | ||
\!\!&\equiv\ % | ||
\textrm{\TTbar deformed $\mrm{CFT}_2$} \\[.5ex] | ||
\mu < 0 | ||
\ &/\ % | ||
\mu > 0 | ||
& | ||
\end{aligned} | ||
\end{equation*} | ||
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\vspace{-1ex} | ||
\hspace{-1em} | ||
\begin{minipage}{.57\linewidth} | ||
\centering | ||
\includegraphics[width=\linewidth]{img/ads-cft-cutoff.png} | ||
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\vspace{-.3\baselineskip} | ||
\scriptsize\hspace{-2.5em} | ||
Image courtesy: \textsl{\citeauthor{AldegundePWSep22}, 2022} | ||
\end{minipage}% | ||
\begin{minipage}{.43\linewidth} | ||
\vspace{-6ex} | ||
\begin{itemize}[leftmargin=-3em,itemsep=-.5ex] | ||
\item \TTbar: $ \dfrac{\pd I}{\pd\mu} = {8 \pi} \displaystyle\int d^2x \, T\bar T$\\[1ex] | ||
well-defined for $\mu \in \mbb{R}$ | ||
\item $\mrm{AdS}_3^{\sidenote{*}}$: extended beyond infinity!\\ | ||
We try to make sense of the \textit{\textbf{``glue-on''}}: | ||
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\begin{itemize}[leftmargin=5.5em,noitemsep] | ||
\item Spectrum: $E(\mu)$, $J(\mu)$ | ||
\item Flow equations for $\ave{\tr T}$ | ||
\item Bounds from geometry (horizons) | ||
\item ... | ||
\end{itemize} | ||
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\item Extended Ryu-Takayanagi / HRT\\ | ||
$\leadsto$ \textit{\TTbar deformed entanglement?} | ||
at \sidenote{\large\textbf{Y306}} | ||
\end{itemize} | ||
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%\hfill | ||
%\mbox{ | ||
% \includegraphics[width=3.5em]{img/inspire-qr-cy.png} | ||
% \hspace{-3.2em} | ||
%} | ||
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\end{minipage} | ||
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\clearpage | ||
\end{document} |
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