Waveform systematics in the gravitational-wave inference of tidal parameters and equation of state from binary neutron star signals
Rossella Gamba, Matteo Breschi, Sebastiano Bernuzzi, Michalis Agathos, and Alessandro Nagar

TL;DR
This paper investigates waveform systematic errors in gravitational-wave inference of neutron star properties, revealing that current models introduce biases exceeding statistical uncertainties at high signal-to-noise ratios, impacting equation of state measurements.
Contribution
It introduces a gauge-invariant phase analysis and Fisher information matrix approach to quantify waveform systematics and biases in neutron star tidal parameter estimation.
Findings
Systematics dominate over statistical errors at SNR ≥ 80.
Biases in tidal parameter inference can exceed 10% in neutron star radius.
Current waveform models are insufficient for precise equation of state inference at high SNR.
Abstract
Gravitational-wave signals from binary neutron star coalescences carry information about the star's equation of state in their tidal signatures. A major issue in the inference of the tidal parameters (or directly of the equation of state) is the systematic error introduced by the waveform approximants. We use a bottom-up approach based on gauge-invariant phase analysis and the Fisher information matrix to investigate waveform systematics and help identifying biases in parameter estimation. A mock analysis of 15 different binaries indicates that systematics in current waveform models dominate over statistical errors at signal-to-noise ratio (SNR) . This implies biases in the inference of the reduced tidal parameter that are are larger than the statistical credible-intervals. For example, while the neutron-star radius could be constrained at level at SNR…
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