Characterizing the Population of Binary Black Holes with Detections of Arbitrary Significance
ORAL
Abstract
In this talk I will describe a novel framework to characterize the population of binary black holes using detections of arbitrary significance. I will quantify the information gain from the inclusion of marginal events and introduce a theoretical bound on the information content of the astrophysical stochastic background, derived with this framework. I will report constraints on the distributions of merging binary black hole masses, spins and rate derived from detections from the first two LIGO-Virgo observing runs, including those identified by our group, and how these get updated with results from the recent third observing run.
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Authors
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Javier Roulet
Princeton University
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Tejaswi Venumadhav
University of California, Santa Barbara
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Barak Zackay
Weizmann Institute of Science
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Liang Dai
University of California, Berkeley
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Matias Zaldarriaga
Institute for Advanced Study
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Seth Olsen
Princeton University
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Horng Sheng Chia
Institute for Advanced Study, Institute for Advanced Study (IAS), Institute of Advanced Study