Classifying binary black holes from Population III stars with the Einstein Telescope: A machine-learning approach
Filippo Santoliquido, Ulyana Dupletsa, Jacopo Tissino, Marica, Branchesi, Francesco Iacovelli, Giuliano Iorio, Michela Mapelli, Davide, Gerosa, Jan Harms, Mario Pasquato

TL;DR
This paper presents a machine-learning method to classify high-redshift binary black hole mergers detected by the Einstein Telescope as originating from Population III stars, addressing uncertainties in their identification.
Contribution
It introduces a novel machine-learning framework combining Fisher matrix parameter estimation and XGBoost classification to distinguish Pop. III BBHs from Pop. I-II at high redshift.
Findings
Successfully classifies over 10% of Pop. III BBHs with >90% precision.
Demonstrates machine learning's potential in high-redshift GW source origin determination.
Provides a foundation for future population and uncertainty modeling studies.
Abstract
Third-generation (3G) gravitational-wave detectors such as the Einstein Telescope (ET) will observe binary black hole (BBH) mergers at redshifts up to . However, an unequivocal determination of the origin of high-redshift sources will remain uncertain because of the low signal-to-noise ratio (S/N) and poor estimate of their luminosity distance. This study proposes a machine-learning approach to infer the origins of high-redshift BBHs. We specifically differentiate those arising from Population III (Pop. III) stars, which probably are the first progenitors of star-born BBH mergers in the Universe, and those originated from Population I-II (Pop. I-II) stars. We considered a wide range of models that encompass the current uncertainties on Pop. III BBH mergers. We then estimated the parameter errors of the detected sources with ET using the Fisher information-matrix formalism,…
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Taxonomy
TopicsAstronomy and Astrophysical Research · Adaptive optics and wavefront sensing · Astrophysical Phenomena and Observations
