Information transfer from black holes via white holes

TL;DR

This paper proposes a model where black holes can exist in two states, one with positive and one with negative surface gravity, allowing for information transfer via white holes and resolving the information loss paradox.

Contribution

It introduces a dual-state model for black holes with quantized areas, enabling information recovery through white hole states.

Findings

Black holes can have positive or negative surface gravity states.

Entropy scales with the area in the proposed model.

Information can be recovered from black holes via white hole states.

Abstract

It is shown that a black hole can be in two states: one with positive and other with negative surface gravity $k$. The state with $k<0$ corresponds to a white hole. In this state there is no information loss. In the quantization of black hole area the surface of a black hole is divided into a system of independent patches, each of which can be in two states: one with $k>0$ and other with $k<0$. Then the entropy goes like the area and information can be recovered from the black hole.