High Energy Physics - Theory
[Submitted on 4 Jul 2018 (v1), last revised 18 Jun 2020 (this version, v3)]
Title:Effective Field Theories of Post-Newtonian Gravity: A comprehensive review
View PDFAbstract:[Abridged] This review article presents the progress made over the last decade, since the introduction of effective field theories (EFTs) into post-Newtonian (PN) gravity. These have been put forward in the context of gravitational waves (GWs) from the compact binary inspiral. The mature development of this interdisciplinary field has resulted in significant advances of wide interest to physics at several levels serving various purposes. The field has firmly demonstrated, that seemingly disparate physical domains, such as quantum field theory and classical gravity, are related, and that the EFT framework is a universal one, where it has been proven to supply a robust methodology to boost progress in the development of PN theory. The review is aimed at a broad audience, from general readers new to the field, to specialists and experts in related subjects.
The review begins with an overview of the introduction of EFTs into classical gravity and their development. Then, the basic ideas, which form the conceptual foundation of EFTs, are provided, and the strategy of a multi-stage EFT framework, which is utilized for the PN binary inspiral problem, is outlined. The main body of the review is then dedicated to presenting in detail the study of each of the effective theories at each of the intermediate scales in the problem, up to the actual GW observables. The review is concluded with the multiple prospects of building on the progress in the field, and using further modern field theory insights and tools, to specifically address the study of GWs, as well as to broadly expand our fundamental understanding of gauge and gravity theories across the classical and quantum regimes.
Submission history
From: Michèle Levi [view email][v1] Wed, 4 Jul 2018 17:58:36 UTC (284 KB)
[v2] Thu, 27 Sep 2018 10:27:48 UTC (297 KB)
[v3] Thu, 18 Jun 2020 12:54:21 UTC (297 KB)
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