Quantum Schwarzschild space-time

TL;DR

This paper introduces a novel approach to deriving Schwarzschild space-time from quantum information theory without quantization, using geometric embeddings and rotations in a high-dimensional matrix space.

Contribution

It presents a new method to construct space-time geometries directly from quantum states, bypassing traditional quantization procedures.

Findings

Emergent Schwarzschild space-time from quantum states

Use of Poincaré-Wick rotation and Fronsdal embedding

No quantization needed for space-time emergence

Abstract

Using new approach to construction of space-times emerging from quantum information theory, we identify the space of quantum states that generates the Schwarzschild space-time. No quantisation procedure is used. The emergent space-time is obtained by the Poincar\'{e}-Wick rotation and Fronsdal embedding of certain submanifold of the riemanian manifold of six-dimensional strictly positive matrices with the Bogolyubov-Kubo-Mori metric.