A speculative model for cyclic information preservation in Kerr-Newman spacetime using closed timelike curves

TL;DR

This paper proposes a speculative theoretical model for how quantum information might be cyclically preserved in Kerr-Newman spacetime through closed timelike curves, focusing on information dynamics near black hole horizons.

Contribution

It introduces a novel theoretical framework applying Gavassino's restoration principle to model quantum information behavior in CTCs within Kerr-Newman spacetime.

Findings

Suggests potential mechanisms for information preservation in CTCs

Provides a new perspective on quantum state evolution near black holes

Highlights the role of extreme gravitational environments in information dynamics

Abstract

This paper presents a speculative model exploring the behavior of quantum information for particles entering closed timelike curves (CTCs) in Kerr-Newman spacetime. We apply Gavassino's restoration principle to derive a theoretical framework for cyclic information dynamics within these extreme gravitational environments. Our model focuses specifically on particles that enter CTCs near the inner horizon of a Kerr-Newman black hole, examining how such curves might affect quantum state evolution, entanglement preservation, and information retention.