de Sitter Spacetime as a Natural Superconductor

TL;DR

This paper proposes that de Sitter spacetime naturally exhibits superconductivity due to spinor condensation, linking spacetime curvature with superconducting phenomena and identifying a phase transition at a critical radius.

Contribution

It introduces a novel framework connecting spacetime curvature with superconductor processes and demonstrates the existence of a superconducting phase in de Sitter spacetime.

Findings

Existence of unstable tachyon modes at a critical de Sitter radius

De Sitter spacetime can host a superconducting phase

Framework linking curvature and superconductor phenomena

Abstract

Motivated by the studies done on magnetically induced superconduc- tivity on QCD vaccum we propose that de Sitter spacetime is a natural superconductor. This is due to the occurrence of spinor condensation. We provide a framework for joining the curvature of spacetime with super- conductor processes. We demonstrate that for a critical value of de Sitter radius unstable tachyon modes exist showing the existence of a supercon- ducting phase