Nonparametric Inference of Neutron Star Composition, Equation of State, and Maximum Mass with GW170817
Reed Essick, Philippe Landry, Daniel E. Holz

TL;DR
This paper uses nonparametric analysis of GW170817 to constrain neutron star properties, suggesting soft equations of state, possible quark matter, and phase transitions, with implications for maximum mass and spin frequencies.
Contribution
It extends nonparametric inference methods to analyze GW170817, providing new constraints on neutron star equation of state, maximum mass, and internal composition.
Findings
GW170817 favors soft EOSs.
Inferred maximum neutron star mass around 2.06 solar masses.
Weak evidence for quark matter and phase transitions.
Abstract
The detection of GW170817 in gravitational waves provides unprecedented constraints on the equation of state (EOS) of the ultra-dense matter within the cores of neutron stars (NSs). We extend the nonparametric analysis first introduced in Landry & Essick (2019), and confirm that GW170817 favors soft EOSs. We infer macroscopic observables for a canonical 1.4 NS, including the tidal deformability () and radius () km, as well as the maximum mass for nonrotating NSs, () , with nonparametric priors loosely (tightly) constrained to resemble candidate EOSs from the literature. Furthermore, we find weak evidence that GW170817 involved at least one NS based on gravitational-wave data alone ($B^{NS}_{BBH}=…
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