Multimessenger constraints for ultra-dense matter
Eemeli Annala, Tyler Gorda, Evangelia Katerini, Aleksi Kurkela, Joonas, N\"attil\"a, Vasileios Paschalidis, Aleksi Vuorinen

TL;DR
This paper uses recent neutron star observations and gravitational-wave data to constrain the properties of ultra-dense matter, deriving limits on neutron star characteristics and the equation of state, and providing tools for future analysis.
Contribution
It presents a comprehensive analysis of neutron star equations of state using multimessenger data, establishing new bounds on neutron star properties and offering fitting formulas for future research.
Findings
Upper limit for NS spin: |χ| < 0.81
Upper limit for NS compactness: GM/(Rc^2) < 0.33
Maximal NS mass constrained to M_TOV < 2.53 M_sun
Abstract
Recent rapid progress in neutron-star (NS) observations offers great potential to constrain the properties of strongly interacting matter under the most extreme conditions. In order to fully exploit the current observational inputs and to study the impact of future observations of NS masses, radii, and tidal deformabilities, we analyze a large ensemble of randomly generated viable NS-matter equations of state (EoSs) and the corresponding rotating stellar structures. We discuss the compatibility and impact of various hypotheses and measurements on the EoS, including those involving the merger product of the gravitational-wave (GW) event GW170817, the binary merger components in GW190814, and radius measurements of the pulsar PSR J0740+6620. We obtain an upper limit for the dimensionless spin of a rigidly rotating NS, , an upper limit for the compactness of a NS, $GM/(Rc^2)…
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