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• W2900618995 abstract "Every conformal field theory (CFT) above two dimensions contains an infinite set of Regge trajectories of local operators which, at large spin, asymptote to double-twist composites with vanishing anomalous dimension. In two dimensions, due to the existence of local conformal symmetry, this and other central results of the conformal bootstrap do not apply. We incorporate exact stress tensor dynamics into the CFT$_2$ analytic bootstrap, and extract several implications for AdS$_3$ quantum gravity. Our main tool is the Virasoro fusion kernel, which we newly analyze and interpret in the bootstrap context. The contribution to double-twist data from the Virasoro vacuum module defines a Virasoro Mean Field Theory (VMFT), its spectrum includes a finite number of discrete Regge trajectories, whose dimensions obey a simple formula exact in the central charge $c$ and external operator dimensions. We then show that VMFT provides a baseline for large spin universality in two dimensions: in every unitary compact CFT$_2$ with $c > 1$ and a twist gap above the vacuum, the double-twist data approaches that of VMFT at large spin $ell$. Corrections to the large spin spectrum from individual non-vacuum primaries are exponentially small in $sqrt{ell}$ for fixed $c$. We analyze our results in various large $c$ limits. Further applications include a derivation of the late-time behavior of Virasoro blocks at generic $c$, a refined understanding and new derivation of heavy-light blocks, and the determination of the cross-channel limit of generic Virasoro blocks. We deduce non-perturbative results about the bound state spectrum and dynamics of quantum gravity in AdS$_3$." @default.
• W2900618995 created "2018-11-29" @default.
• W2900618995 creator A5010871098 @default.
• W2900618995 creator A5042985848 @default.
• W2900618995 creator A5050136541 @default.
• W2900618995 creator A5087773349 @default.
• W2900618995 date "2019-05-01" @default.
• W2900618995 modified "2023-10-01" @default.
• W2900618995 title "Quantum Regge trajectories and the Virasoro analytic bootstrap" @default.
• W2900618995 cites W1681147047 @default.
• W2900618995 cites W1790036905 @default.
• W2900618995 cites W1918151284 @default.
• W2900618995 cites W1921416397 @default.
• W2900618995 cites W1946358044 @default.
• W2900618995 cites W1964129307 @default.
• W2900618995 cites W1966407899 @default.
• W2900618995 cites W1970192247 @default.
• W2900618995 cites W1974492747 @default.
• W2900618995 cites W1990942558 @default.
• W2900618995 cites W1996229825 @default.
• W2900618995 cites W2009930506 @default.
• W2900618995 cites W2013213370 @default.
• W2900618995 cites W2022963310 @default.
• W2900618995 cites W2023953089 @default.
• W2900618995 cites W2034251480 @default.
• W2900618995 cites W2060083150 @default.
• W2900618995 cites W2064246484 @default.
• W2900618995 cites W2079116251 @default.
• W2900618995 cites W2089832766 @default.
• W2900618995 cites W2110669415 @default.
• W2900618995 cites W2113326076 @default.
• W2900618995 cites W2117367729 @default.
• W2900618995 cites W2119557169 @default.
• W2900618995 cites W2158795708 @default.
• W2900618995 cites W2163150594 @default.
• W2900618995 cites W2245814237 @default.
• W2900618995 cites W2278207663 @default.
• W2900618995 cites W2474001321 @default.
• W2900618995 cites W2528203721 @default.
• W2900618995 cites W2533412547 @default.
• W2900618995 cites W2550675050 @default.
• W2900618995 cites W2563600477 @default.
• W2900618995 cites W2604322854 @default.
• W2900618995 cites W2615168208 @default.
• W2900618995 cites W2615339600 @default.
• W2900618995 cites W2622331710 @default.
• W2900618995 cites W2626074424 @default.
• W2900618995 cites W2751783598 @default.
• W2900618995 cites W2752853159 @default.
• W2900618995 cites W2765675707 @default.
• W2900618995 cites W2774739355 @default.
• W2900618995 cites W2788442401 @default.
• W2900618995 cites W2798458997 @default.
• W2900618995 cites W2809692415 @default.
• W2900618995 cites W2885591200 @default.
• W2900618995 cites W2893915287 @default.
• W2900618995 cites W2953343352 @default.
• W2900618995 cites W2963814225 @default.
• W2900618995 cites W2963902851 @default.
• W2900618995 cites W3098119005 @default.
• W2900618995 cites W3098352250 @default.
• W2900618995 cites W3098546324 @default.
• W2900618995 cites W3098770723 @default.
• W2900618995 cites W3098888198 @default.
• W2900618995 cites W3099114005 @default.
• W2900618995 cites W3099124517 @default.
• W2900618995 cites W3099157217 @default.
• W2900618995 cites W3099385280 @default.
• W2900618995 cites W3099430334 @default.
• W2900618995 cites W3099583903 @default.
• W2900618995 cites W3099749075 @default.
• W2900618995 cites W3100156124 @default.
• W2900618995 cites W3100691072 @default.
• W2900618995 cites W3101081193 @default.
• W2900618995 cites W3101351845 @default.
• W2900618995 cites W3101677305 @default.
• W2900618995 cites W3101868850 @default.
• W2900618995 cites W3102321758 @default.
• W2900618995 cites W3102327921 @default.
• W2900618995 cites W3102431374 @default.
• W2900618995 cites W3102461564 @default.
• W2900618995 cites W3102551146 @default.
• W2900618995 cites W3104659753 @default.
• W2900618995 cites W3104776817 @default.
• W2900618995 cites W3105024551 @default.
• W2900618995 cites W3105210419 @default.
• W2900618995 cites W3105376269 @default.
• W2900618995 cites W3105450674 @default.
• W2900618995 cites W3105572994 @default.
• W2900618995 cites W3105950020 @default.
• W2900618995 cites W3106176488 @default.
• W2900618995 cites W3106345978 @default.
• W2900618995 cites W3106368110 @default.
• W2900618995 cites W3106454759 @default.
• W2900618995 cites W3125513857 @default.
• W2900618995 cites W4255268471 @default.
• W2900618995 doi "https://doi.org/10.1007/jhep05(2019)212" @default.
• W2900618995 hasPublicationYear "2019" @default.
• W2900618995 type Work @default.
• W2900618995 sameAs 2900618995 @default.

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