Geometry of historical epoch, the Alexandrov's problem and non-G\"odel quantum time machine

TL;DR

This paper introduces a novel quantum time machine concept that avoids smooth timelike loops by destroying interference in quantum superposition states within Wheeler superspace, offering a new approach to quantum time travel.

Contribution

It presents a new quantum time machine model based on interference destruction in Wheeler superspace, diverging from traditional Lorentzian loop-based methods.

Findings

Proposes a quantum time machine without smooth timelike loops.

Utilizes destruction of quantum superposition interference.

Provides a theoretical framework for non-G"odel quantum time travel.

Abstract

The new quantum principle of a time machine that is not using a smooth timelike loops in Lorentz manifolds is described. The proposed time machine is based on the destruction of interference of quantum superposition states in the Wheeler superspace.