# Cyclotron frequency and the quantum clock

## TL;DR

This paper explores how noncommutative geometry influences the orbital period of particles in magnetic fields, suggesting tiny but potentially detectable quantum corrections to classical clock models.

## Contribution

It introduces a novel connection between noncommutative geometry and quantum clock models, analyzing their impact on particle orbital periods.

## Key findings

- Corrections to orbital periods are extremely small but theoretically detectable.
- Noncommutative geometry effects can influence quantum clock behavior.
- Potential experimental implications for quantum measurement accuracy.

## Abstract

We discuss the corrections to the orbital period of a particle in a constant magnetic field, driven by the model of noncommutative geometry recently associated to a quantum clock. The effects are extremely small, but in principle detectable.