IQI Weekly Seminar
Entanglement Wedge Reconstruction in Infinite dimensional Hilbert spaces with Tensor Networks
Abstract: In order to satisfy Reeh-Schlieder theorem, I study the infinite-dimensional Hilbert spaces using von Neumann algebras. I will first present the theorem that the entanglement wedge reconstruction and the equivalence of relative entropies between the boundary and the bulk (JLMS) are exactly identical. Then I will demonstrate the entanglement wedge reconstruction with a tensor network model of von Neumann algebra with type II1 factor, which guarantees the equivalence between the boundary and the bulk. I will discuss its applications to quantum gravity if time permits.
Contact: Bonnie Leung email@example.com