Projectors, matrix models and noncommutative monopoles

TL;DR

This paper explores the relationship between finite projective modules on a fuzzy sphere and matrix models, clarifying the physical significance of noncommutative topological configurations.

Contribution

It establishes a connection between projective modules and matrix models, providing new insights into noncommutative monopoles and their physical interpretation.

Findings

Link between projective modules and matrix models clarified

Physical meaning of noncommutative topological configurations explained

Enhanced understanding of noncommutative monopoles

Abstract

We study the interconnection between the finite projective modules for a fuzzy sphere, determined in a previous paper, and the matrix model approach, making clear the physical meaning of noncommutative topological configurations.