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Alexandre Belin (Universita & INFN, Milano-Bicocca (IT))03/02/2025, 10:15
Symmetric orbifolds are 2d CFTs with universal properties in the large N limit, mimicking many desired properties of holographic CFTs. In particular, the thermal partition function is universal and agrees with that of 3D gravity. I will present some new results for the universality of symmetric orbiflds: the thermal correlation functions at large N agree with those on the BTZ background. Along...
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Jan de Boer (Nikhef National institute for subatomic physics (NL))03/02/2025, 16:00
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Herman Verlinde (Princeton University)03/02/2025, 17:15
I describe a simple microscopic quantum mechanical model of low-dimensional de Sitter holography with an observer. Using semiclassical gravity and elementary thermodynamic considerations, I’ll derive a formula for the total entropy of a 3D de Sitter universe with an observer. I then show that this entropy formula exactly matches the known spectral density of the double scaled SYK model.
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participants03/02/2025, 20:30
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Ruben Monten (CERN)04/02/2025, 09:00
n order to understand the structure of the Hilbert space of gravitational theories, we study one of its universal sectors: the “large gauge” modes, which live on (asymptotic) boundaries. For low-dimensional AdS gravity, we can move them away from the conformal boundary and find that the resulting theory is related to the $T \bar{T}$ deformation. I will discuss how this “beyond-Wilsonian”...
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Diego Liska (Universite de Geneve (CH))04/02/2025, 10:15
In recent years, it has become clear that the path integral of semiclassical 3D gravity offers a "coarse-grained" description of its holographic 2D CFT. This relationship is particularly transparent when considering the statistical moments of operator product expansion (OPE) coefficients in the CFT. In this talk, I will explore the statistical properties of OPE coefficients through the...
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Ruth Shir04/02/2025, 16:00
Within the framework of the AdS/CFT correspondence, the time dynamics of black holes in the bulk hints to the existence of boundary observables that evolve for very long time-scales. It was conjectured that quantum complexity has the correct features to be a candidate boundary observable. However, none of the proposed notions of quantum complexity yielded a precise bulk-boundary correspondence...
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participants04/02/2025, 17:15
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participants04/02/2025, 20:30
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Joshua Kames King05/02/2025, 09:00
Based on 2408.08351 and some work in progress. We study a model for the initial state of the universe based on a gravitational path integral that includes connected geometries which simultaneously produce bra and ket of the wave function. We argue that a natural object to describe this state is the Wigner distribution, which is a function on a classical phase space obtained by a certain...
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Andrea Puhm05/02/2025, 10:15
The correspondence principle between strings and black holes is a general framework for matching black holes and massive states of fundamental strings at a point where their physical properties (such as mass, entropy and temperature) smoothly agree with each other. As such it offers a statistical interpretation of black hole entropy. I will discuss the extension of this correspondence...
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05/02/2025, 20:30
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Nima Lashkari06/02/2025, 09:00
We will discuss the emergence of Stringy spacetime from the chaos in modular flow of future algebras.
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We will discuss the modular ergodic hierarchy, and prove a sufficient condition for the emergence of Stringy AdS_2 from modular intersections. -
Antony Speranza (University of Illinois, Urbana-Champaign)06/02/2025, 10:15
There has been much recent interest in the necessity to include an observer degree of freedom in the description of local algebras in semiclassical gravity. In this talk, I will describe an example where the observer can be constructed intrinsically from the quantum fields. This construction involves the slow-roll inflation example recently analyzed by Chen and Penington, in which the...
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Daniel Jafferis06/02/2025, 16:00
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Edward Mazenc (ETH Zürich)06/02/2025, 17:15
Over 50 years ago, 't Hooft observed the similarity between the Feynman diagram expansion of a large N gauge theory and the topological expansion of a string theory. The purpose of this talk is to make this idea precise for a protected subsector of the AdS/CFT correspondence. Concretely, we show how the Feynman diagram expansion of correlation functions in N=4 SYM preserving half the...
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participants06/02/2025, 20:30
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Barak Gabai (EPFL - Ecole Polytechnique Federale Lausanne (CH))07/02/2025, 09:00
I will explain the implementation of a bootstrap method that combines Schwinger-Dyson equations, thermal inequalities, and semidefinite relaxations of matrix logarithm in the ungauged one-matrix quantum mechanics, at finite rank N as well as in the large N limit, to determine finite temperature observables. I will show plots of these observables (determined using the bootstrap) that...
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Andrei Parnachev07/02/2025, 10:15
We observe features of black hole singularities in finite temperature holographic correlators of generic scalar operators.
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We also elucidate the relation between geodesics in the AdS-Schwarzschild background and the Operator Product Expansion in the boundary CFT.
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