Isometric Evolution in De Sitter Gravity - Kristan Jensen

Explore the intricacies of isometric evolution in de Sitter gravity through this 41-minute conference talk delivered by Kristan Jensen from Victoria University. Recorded as part of the "Gravity from algebra: modern field theory methods for holography" conference at the Kavli Institute for Theoretical Physics, delve into topics such as conformal field theory, holography, and quantum gravity. Examine the relationship between consistency conditions in quantum gravity and conformal field theory, and investigate how these concepts may lead to string/M-theory. Cover key areas including large N bootstrap, CFT sum rules, gravitational effective field theory, supersymmetry in holography, low-dimensional holography, modularity, quantum chaos, black holes, symmetry constraints on gravitational path integrals, and AdS vacua. Follow the speaker's outline as they discuss boundary conditions, large diffeomorphisms, inner products, external states, wave functions, momentum basis, isometric maps, higher-dimensional gravity, gauge fixing, quantizing, and potential applications in quantum mechanics.

Introduction
Overview
Evolution from the bulk
Outline
Boundary conditions
Large diffiomorphisms
Inner product
External States
Wave Function
Momentum Basis
Isometric map
Higher dimensional gravity
Gauge fixing
Quantizing
Potential
Recap
Future work
Quantum mechanics
Norms