(13.01) de Sitter Microstates from a solvable generalization of the T-Tbar deformation
Eva Silverstein (Stanford U.)
13.01.2022 at 16:15
The finite value of the de Sitter entropy suggests a formulation of its observer patch as a system with a finite-dimensional Hilbert space. We show that a new version of the solvable and universal $T\bar T + \Lambda_2$ deformation of a seed holographic CFT gives such a theory at the level of physics accessible in pure gravity. This is sufficient to capture both the finite entropy -- the microstate count - along with a subleading logarithmic correction at large c -- and the bulk dS geometry (but it does not capture model-dependent aspects of bulk matter fields, which requires additional ingredients). Time permitting we will comment on other aspects of dS quantum gravity by uplifting the AdS/CFT M2-brane theory, exploiting the positive potential and rigidity of concrete hyperbolic compactifications. The talk is based on https://arxiv.org/abs/2110.14670 (and time permitting, https://arxiv.org/abs/2104.13380 ).
Arnold Sommerfeld Center
Theresienstrasse 37
Room 348
via ZOOM