Mitigating Systematic Errors in Parameter Estimation of Binary Black Hole Mergers in O1-O3 LIGO-Virgo Data
Sumit Kumar, Max Melching, Frank Ohme, Harsh Narola, Tom Dooney, Chris Van Den Broeck

TL;DR
This paper presents a data-driven method to mitigate systematic errors in gravitational wave parameter estimation from binary black hole mergers, improving consistency across waveform models and data artifacts.
Contribution
The authors develop a parametric modeling approach with broad priors that effectively reduces systematic errors in GW parameter estimation, especially for events with data artifacts.
Findings
Method reduces systematic errors from data artifacts and waveform model discrepancies.
Results show consistent inference of spin parameters across different data treatments.
Application to GW191109_010717 and GW200129_065458 demonstrates improved parameter consistency.
Abstract
Systematic errors in the parameter estimation (PE) of gravitational wave (GW) mergers can arise from various sources, including waveform systematics, noise mischaracterization, data analysis artifacts, and other unknown factors. In this study, we analyze selected events from the first three observing runs of the LIGO-Virgo-KAGRA (LVK) collaboration. We choose events that have been flagged in various studies as potentially affected by systematic errors. Here, we reanalyze these events using a couple of parametric models developed in previous work that incorporate uncertainties in both the phase and amplitude of the GW waveform. In this data-driven approach, we apply sufficiently broad priors on the uncertainty parameters to account for potential systematic errors. Our findings show that the proposed method effectively reduces systematic errors, even those arising from data artifacts,…
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