Finite covering projections of noncommutative torus
Petr Ivankov
TL;DR
This paper classifies all finite covering projections of the noncommutative torus, extending previous work that identified a specific family of such projections, thereby advancing the understanding of noncommutative topological structures.
Contribution
It provides a complete description of all covering projections of the noncommutative torus, building on prior partial results.
Findings
Complete classification of covering projections
Extension of previous partial results
Deeper understanding of noncommutative topological structures
Abstract
This article contains is concerned with noncommutative analogue of topological finitely listed covering projections. In my previous article I have already find a family of covering projections of the noncommutative torus. This article describes all covering projections of the noncommutative torus.
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Taxonomy
TopicsAdvanced Operator Algebra Research · Noncommutative and Quantum Gravity Theories · Advanced Topics in Algebra