New AdS non Abelian black holes with superconducting horizons

TL;DR

This paper demonstrates the existence of higher-dimensional AdS non-Abelian black holes with Ricci flat horizons, highlighting their thermodynamic preference over Abelian solutions below a critical temperature.

Contribution

It introduces new higher-dimensional AdS non-Abelian black hole solutions with Ricci flat horizons and analyzes their thermodynamic properties.

Findings

Solutions have finite mass-energy unlike curved horizon black holes.

Below a critical temperature, non-Abelian black holes are thermodynamically favored.

The paper provides foundational arguments for these novel black hole configurations.

Abstract

We present arguments for the existence of higher dimensional asymptotically AdS non Abelian black holes with a Ricci flat event horizon and analyze their basic properties. Unlike higher dimensional black holes with a curved horizon, of the usual Einstein-Yang-Mills system, these solutions have finite mass-energy. Below some non-zero critical temperature, they are thermodynamically preferred over the Abelian configurations.