Bayesian analysis reveals K^- condensation impacts neutron star structure, indicating potential phase transitions.
Antikaon (K⁻) condensation within neutron star matter (NS) depends on the antikaon-nucleon interaction potential (UK). Appearance of K⁻ generally softens the equation of state (EOS). The impact of this softening on the structure of the NS can be leveraged to find a telltale sign of the phase transition from nucleonic matter to K⁻ condensation. To investigate the impact of K⁻ condensation on NS properties using a Bayesian inference framework, we choose two sets of RMF model parameters to obtain a stiff (DD2) and relatively soft (FSU) nucleonic EOS, and explore a wide range of optical potential depths. Multimessenger observations from NICER and LIGO/Virgo constrain the optical potential values to UK = -104.72+13.82-12.48 MeV and UK = -66.46+2.47-3.42 MeV for the stiff and soft cases, respectively. Deeper K⁻ potentials trigger condensation at a lower density, softening the EOS and lowering the corresponding maximum masses. While slopes of mass-radius and tidal deformability curves overlap between nucleonic and exotic EOSs, their curvature and $f-$mode oscillation properties (frequency and damping time) reveal features attributable to EOS softening. However, distinguishing the specific exotic degrees of freedom responsible for the softening remains an open challenge.
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Roy et al. (2025) studied this question.
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