Fisher Information Velocity: A New Geometric Channel for Precision Glitch Identification in Gravitational-Wave Detectors
James Kennington, Zach Yarbrough

TL;DR
This paper introduces Fisher information velocity, a geometric method to distinguish instrumental noise from true gravitational-wave signals, improving detector characterization and anomaly detection in LIGO data.
Contribution
The work presents a novel geometric channel based on Riemannian manifold modeling of PSD, enhancing non-stationarity detection beyond traditional energy-based metrics.
Findings
Achieves higher significance than BLRMS in 74% of co-detected events.
Increases total anomaly detection by 87% over BLRMS alone.
Demonstrates robustness and insensitivity to astrophysical signals.
Abstract
Gravitational-wave detectors operate in inherently non-stationary environments, requiring robust detector characterization (DetChar) to distinguish instrumental transients from astrophysical signals. Traditional DetChar frameworks typically rely on morphological classifiers or energy-based projections, such as band-limited root-mean-square (BLRMS) metrics, which can conflate global amplitude scaling with physical reconfigurations of the spectrum. In this work, we introduce Fisher information velocity, a novel geometric channel that models the detector's power spectral density (PSD) as a point on a Riemannian manifold. By tracking the kinematic drift of the noise floor and utilizing exterior algebra to calculate tangent divergence (), we mathematically decouple simple energy surges from spectral warps, or differential redistributions of power across frequency bands. Applying…
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