Searching for periodic sources with LIGO. II: Hierarchical searches
Patrick R Brady, Teviet Creighton

TL;DR
This paper develops hierarchical, incoherent search methods for detecting quasi-periodic gravitational wave sources with LIGO, significantly improving sensitivity and computational efficiency over previous techniques.
Contribution
It introduces a two-stage hierarchical search strategy that enhances sensitivity for detecting gravitational waves from various neutron star sources using incoherent stacking methods.
Findings
Incoherent stacking improves sensitivity by a factor of 2-4 over coherent methods.
Hierarchical searches yield an additional 20-60% sensitivity gain.
Detectability of neutron star sources extends to distances of several Mpc.
Abstract
The detection of quasi-periodic sources of gravitational waves requires the accumulation of signal-to-noise over long observation times. If not removed, Earth-motion induced Doppler modulations, and intrinsic variations of the gravitational-wave frequency make the signals impossible to detect. These effects can be corrected (removed) using a parameterized model for the frequency evolution. We compute the number of independent corrections required for incoherent search strategies which use stacked power spectra---a demodulated time series is divided into segments of length , each segment is FFTed, the power is computed, and the spectra are summed up. We estimate that the sensitivity of an all-sky search that uses incoherent stacks is a factor of 2--4 better than would be achieved using coherent Fourier transforms; incoherent methods are computationally…
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