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• W2976254378 abstract "In this thesis we apply techniques from quantum information theory to study quantum gravity within the framework of the anti-de Sitter / conformal field theory correspondence (AdS/CFT). A great deal of interest has arisen around how quantum information ideas in CFT translate to geometric features of the quantum gravitational theory in AdS. Through AdS/CFT, progress has been made in understanding the structure of entanglement in quantum field theories, and in how gravitational physics can emerge from these structures. However, this understanding is far from complete and will require the development of new tools to quantify correlations in CFT.This thesis presents refinements of a duality between operator product expansion (OPE) blocks in the CFT, giving the contribution of a conformal family to the OPE, and geodesic integrated fields in AdS which are diffeomorphism invariant quantities. This duality was originally discovered in the maximally symmetric setting of pure AdS dual to the CFT ground state. In less symmetric states the duality must be modified. Working with excited states within AdS3/CFT2, this thesis shows how the OPE block decomposes into more fine-grained CFT observables that are dual to AdS fields integrated over non-minimal geodesics. These constructions are presented for several classes of asymptotically AdS spacetimes.Additionally, this thesis contains results on the dynamics of entanglement measures for general quantum systems, not necessarily confined to quantum gravity. The quantification of quantum correlations is the main objective of quantum information theory, and it is crucial to understand how they are generated dynamically. Results are presented for the family of quantum Renyi entropies and entanglement negativity. Renyi entropies are studied for general dynamics by imposing special initial conditions. Around pure, separable initial states, all Renyi entropies grow with the same timescale at leading, and next-to-leading order. For negativity, mathematical tools are developed for the differentiation of non-analytic matrix functions with respect to constrained arguments. These tools are used to construct analytic expressions for derivatives of negativity. We establish bounds on the rate of change of state distinguishability under arbitrary dynamics, and the rate of entanglement growth for closed systems." @default.
• W2976254378 created "2019-10-03" @default.
• W2976254378 creator A5011437676 @default.
• W2976254378 date "2019-09-29" @default.
• W2976254378 modified "2023-09-27" @default.
• W2976254378 title "Quantum Information Approaches to Quantum Gravity" @default.
• W2976254378 cites W1483804921 @default.
• W2976254378 cites W1503064906 @default.
• W2976254378 cites W1520510487 @default.
• W2976254378 cites W1544014139 @default.
• W2976254378 cites W1591388661 @default.
• W2976254378 cites W1611694931 @default.
• W2976254378 cites W1623920228 @default.
• W2976254378 cites W1627839004 @default.
• W2976254378 cites W1718360928 @default.
• W2976254378 cites W1756984738 @default.
• W2976254378 cites W1763748250 @default.
• W2976254378 cites W1764452075 @default.
• W2976254378 cites W1814427056 @default.
• W2976254378 cites W1834345438 @default.
• W2976254378 cites W1843684833 @default.
• W2976254378 cites W1847580993 @default.
• W2976254378 cites W1883696910 @default.
• W2976254378 cites W1884368974 @default.
• W2976254378 cites W1889142700 @default.
• W2976254378 cites W1915702001 @default.
• W2976254378 cites W1963811960 @default.
• W2976254378 cites W1967300267 @default.
• W2976254378 cites W1967883933 @default.
• W2976254378 cites W1969211823 @default.
• W2976254378 cites W1969546033 @default.
• W2976254378 cites W1969955524 @default.
• W2976254378 cites W1969974825 @default.
• W2976254378 cites W1971778512 @default.
• W2976254378 cites W1971947107 @default.
• W2976254378 cites W1972356191 @default.
• W2976254378 cites W1974873417 @default.
• W2976254378 cites W1975339564 @default.
• W2976254378 cites W1975677983 @default.
• W2976254378 cites W1977658351 @default.
• W2976254378 cites W1978553093 @default.
• W2976254378 cites W1979369481 @default.
• W2976254378 cites W1981983416 @default.
• W2976254378 cites W1982158456 @default.
• W2976254378 cites W1983107978 @default.
• W2976254378 cites W1984004232 @default.
• W2976254378 cites W1985985717 @default.
• W2976254378 cites W1986541056 @default.
• W2976254378 cites W1991060246 @default.
• W2976254378 cites W1995909902 @default.
• W2976254378 cites W1997082258 @default.
• W2976254378 cites W1998579133 @default.
• W2976254378 cites W1998749012 @default.
• W2976254378 cites W2001599719 @default.
• W2976254378 cites W2003989474 @default.
• W2976254378 cites W2005668873 @default.
• W2976254378 cites W2008916970 @default.
• W2976254378 cites W2008982490 @default.
• W2976254378 cites W2011208902 @default.
• W2976254378 cites W2014000807 @default.
• W2976254378 cites W2014489580 @default.
• W2976254378 cites W2017709228 @default.
• W2976254378 cites W2020490987 @default.
• W2976254378 cites W2021599530 @default.
• W2976254378 cites W2021700745 @default.
• W2976254378 cites W2022832805 @default.
• W2976254378 cites W2024445223 @default.
• W2976254378 cites W2024540051 @default.
• W2976254378 cites W2025363053 @default.
• W2976254378 cites W2028663057 @default.
• W2976254378 cites W2029213856 @default.
• W2976254378 cites W2032282864 @default.
• W2976254378 cites W2032928561 @default.
• W2976254378 cites W2034920898 @default.
• W2976254378 cites W2041625524 @default.
• W2976254378 cites W2043243214 @default.
• W2976254378 cites W2044748816 @default.
• W2976254378 cites W2045434389 @default.
• W2976254378 cites W2045613496 @default.
• W2976254378 cites W2049271022 @default.
• W2976254378 cites W2051051926 @default.
• W2976254378 cites W2052910233 @default.
• W2976254378 cites W2053072736 @default.
• W2976254378 cites W2053387157 @default.
• W2976254378 cites W2057360197 @default.
• W2976254378 cites W2058432278 @default.
• W2976254378 cites W2059881698 @default.
• W2976254378 cites W2060083150 @default.
• W2976254378 cites W2060887031 @default.
• W2976254378 cites W2061404444 @default.
• W2976254378 cites W2061543631 @default.
• W2976254378 cites W2062419763 @default.
• W2976254378 cites W2062558324 @default.
• W2976254378 cites W2063219798 @default.
• W2976254378 cites W2064191652 @default.
• W2976254378 cites W2067737180 @default.
• W2976254378 cites W2068387581 @default.
• W2976254378 cites W2069262238 @default.
• W2976254378 cites W2069840277 @default.
• W2976254378 cites W2070078173 @default.

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