Planck Distribution in Noncommutative Space

TL;DR

This paper derives a modified Planck distribution in noncommutative space, showing it differs slightly from the classical distribution and reduces to the standard form in the commutative limit.

Contribution

It introduces a derivation of the Planck distribution in noncommutative space, highlighting the modifications and their reduction to the classical case.

Findings

Planck distribution is modified by a small factor in noncommutative space.

The modified distribution reduces to the classical Planck distribution in the commutative limit.

The study provides a theoretical foundation for quantum radiation in noncommutative geometries.

Abstract

In this study, we derive the Planck distribution function in noncommutative space. It is found that it is modified by a small factor. It is shown that it is reduced to the usual Planck distribution function in the commutative limit .