# Noncommutative frames

## TL;DR

This paper investigates the algebraic properties of noncommutative frames, a concept linked to noncommutative covers of the Connes-Consani arithmetic site, expanding understanding in noncommutative algebraic structures.

## Contribution

It provides a detailed exploration of the algebraic properties of noncommutative frames, a novel concept introduced by Le Bruyn.

## Key findings

- Characterization of algebraic properties of noncommutative frames
- Connections established with noncommutative covers of arithmetic sites
- Foundational results for further research in noncommutative algebra

## Abstract

We explore algebraic properties of noncommutative frames. The concept of noncommutative frames is due to Le Bruyn, who introduced it in connection with noncommutative covers of the Connes-Consani arithmetic site.