Convolutional neural network classifier for the output of the time-domain F-statistic all-sky search for continuous gravitational waves. Issue 2 (22nd June 2020)

• Record Type: Journal Article
• Authors: Morawski, Filip; Bejger, Michał; Ciecieląg, Paweł
• Is Part Of: Machine learning: science and technology. Volume 1:Issue 2(2020)
• Publication Date: 2020-06-22
• Subjects: gdeep learning -- continuous gravitational waves -- convolutional neural networks -- neutron stars; 006.31
• DOI: 10.1088/2632-2153/ab86c7
• Languages: English
• ISSNs: 2632-2153

Abstract

Abstract: Among the astrophysical sources in the Advanced Laser Interferometer Gravitational-Wave Observatory (LIGO) and Advanced Virgo detectors' frequency band are rotating non-axisymmetric neutron stars emitting long-lasting, almost-monochromatic gravitational waves. Searches for these continuous gravitational-wave signals are usually performed in long stretches of data in a matched-filter framework e.g. the F -statistic method. In an all-sky search for a priori unknown sources, a large number of templates are matched against the data using a pre-defined grid of variables (the gravitational-wave frequency and its derivatives, sky coordinates), subsequently producing a collection of candidate signals, corresponding to the grid points at which the signal reaches a pre-defined signal-to-noise threshold. An astrophysical signature of the signal is encoded in the multi-dimensional vector distribution of the candidate signals. In the first work of this kind, we apply a deep learning approach to classify the distributions. We consider three basic classes: Gaussian noise, astrophysical gravitational-wave signal, and a constant-frequency detector artifact ('stationary line'), the two latter injected into the Gaussian noise. 1D and 2D versions of a convolutional neural network classifier are implemented, trained and tested on a broad range of signal frequencies. We demonstrate that these implementations correctly classify the instances of data at various signal-to-noise ratios and signal frequencies, while also showing concept generalization i.e. satisfactory performance at previously unseen frequencies. In addition we discuss the deficiencies, computational requirements and possible applications of these implementations.