The quantization of gravity remains one of the most important and challenging unresolved problems in theoretical physics. The holographic correspondence provides a way, at least in principle, to describe certain theories of quantum gravity in terms of dual quantum field theories that live at the boundary of space-time. Over the last two decades this has led to a number of remarkable developments, which culminated last year in a computation of the Page curve, matching the expected dynamics of black hole evaporation in a unitary quantum theory. The proposed workshop will focus on recent developments in the field, predominantly in the context of low-dimensional holographic models of quantum gravity. The specific questions to be addressed include:

• the role of the Schwarzian and the Virasoro symmetry in the models of quantum gravity in 2 and 3 dimensions,

• the role of disorder averaging in holographic models, in particular JT gravity,

• progress in entanglement wedge reconstruction and the entanglement island prescription,

• the role of wormhole solutions, and more broadly, topologically non-trivial geometries, in unitarity restoration,

• potential generalizations of holographic models to dS and flat space,

• near extremal black holes in higher dimensions and AdS2/CFT1 holography.

Our goal is to bring together a diverse group of researchers working in the areas of AdS/CFT, classical and numerical relativity, as well as quantum information theory to discuss ongoing progress in quantum gravity and black hole physics.