Quantum Holonomy based in a Kaluza-Klein description for defects in $C_{60}$ fullerenes

TL;DR

This paper introduces a novel quantum holonomy approach around topological defects in $C_{60}$ fullerenes using a Kaluza-Klein extra dimension framework, exploring implications for quantum computing.

Contribution

It proposes a new method combining quantum holonomy and Kaluza-Klein theory to analyze defects in fullerenes, suggesting potential for qubits development.

Findings

Quantum holonomy around fullerene defects modeled using Kaluza-Klein theory

Extra dimension may enable new quantum degrees of freedom

Potential applications in quantum computation discussed

Abstract

In this paper, we discuss a new way to get a quantum holonomy around topological defects in $C_{60}$ fullerenes. For this, we use a Kaluza-Klein extra dimension approach. Furthermore, we discuss how an extra dimension could promote the formation of new freedom degrees which would open a discussion about a possible qubits computation.