The impact of precession and higher-order multipoles on cosmological inference
Charlie Hoy, Konstantin Leyde

TL;DR
This study shows that including complex physical effects like precession and higher-order multipoles in gravitational-wave models does not significantly improve the measurement of the Hubble constant, enabling simpler models to be used efficiently.
Contribution
The paper demonstrates that simpler gravitational-wave models without precession and higher-order multipoles suffice for accurate H_0 inference, reducing computational costs.
Findings
Including precession and higher-order multipoles has minimal impact on H_0 estimates.
Simpler models achieve comparable results with significantly less computational effort.
Using less accurate models is advantageous for large-scale gravitational-wave data analysis.
Abstract
Gravitational-wave astronomy presents an exciting opportunity to provide an independent measurement of the expansion rate of the Universe. By combining inferences for the binary component masses and luminosity distances from individual observations, it is possible to infer without direct electromagnetic counterparts or galaxy catalogs. However, this relies on theoretical gravitational-wave models, which are known to be incomplete descriptions of the full predictions of general relativity. Although the accuracy of our models are improving, they are also becoming increasingly expensive as additional phenomena are incorporated. In this work, we demonstrate that there is no significant advantage in including spin-precession and higher-order multipole moments when inferring via the mass spectrum method for current and near-future gravitational-wave event numbers. Even when…
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Taxonomy
TopicsPulsars and Gravitational Waves Research · Cosmology and Gravitation Theories · Quantum Chromodynamics and Particle Interactions
