Constraining Black Holes with Light Boson Hair and Boson Stars using Epicyclic Frequencies and QPOs
Nicola Franchini, Paolo Pani, Andrea Maselli, Leonardo Gualtieri,, Carlos A R Herdeiro, Eugen Radu, Valeria Ferrari

TL;DR
This paper explores how quasi-periodic oscillations (QPOs) can be used to detect or constrain light bosonic fields and boson stars around black holes, testing deviations from Kerr geometry and the no-hair theorem.
Contribution
It demonstrates that current and future X-ray observations can effectively constrain or rule out models involving light bosonic fields and boson stars near black holes.
Findings
Current QPO data can already constrain bosonic hair models.
Future missions like eXTP can set more stringent limits.
Boson stars are unlikely to explain certain X-ray sources.
Abstract
Light bosonic fields are ubiquitous in extensions of the Standard Model. Even when minimally coupled to gravity, these fields might evade the assumptions of the black-hole no-hair theorems and give rise to spinning black holes which can be drastically different from the Kerr metric. Furthermore, they allow for self-gravitating compact solitons, known as (scalar or Proca) boson stars. The quasi-periodic oscillations (QPOs) observed in the X-ray flux emitted by accreting compact objects carry information about the strong-field region, thus providing a powerful tool to constrain deviations from Kerr's geometry and to search for exotic compact objects. By using the relativistic precession model as a proxy to interpret the QPOs in terms of geodesic frequencies, we investigate how the QPO frequencies could be used to test the no-hair theorem and the existence of light bosonic fields near…
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