# Excitations of the Myers-Perry Black Holes

## TL;DR

This paper proves that the equations describing p-form fields in Myers-Perry-(A)dS black hole backgrounds can be separated into simpler parts, extending previous electromagnetic results to more general fields and providing explicit equations for key cases.

## Contribution

It extends the separability of dynamical equations to all p-form fluxes in Myers-Perry-(A)dS geometries, including explicit ODEs for important cases.

## Key findings

- Separable solutions exist for all p-form fluxes in Myers-Perry-(A)dS.
- Explicit ODEs are derived for p=1,2,3,4.
- The results generalize earlier electromagnetic field separability to broader p-form fields.

## Abstract

We demonstrate separability of the dynamical equations for all p-form fluxes in the Myers-Perry-(A)dS geometry, extending the earlier results for electromagnetic field. In the physically important cases of p=(1,2,3,4), we explicitly write the ODEs governing the dynamics of separable solutions.