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From the 1 of 9 linked papers with an AI index.

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9 papers

gr-qc2026

Bayesian P-spline recovery of stochastic gravitational-wave backgrounds in LISA

Nazeela Aimen, Patricio Maturana-Russel, Avi Vajpeyi +2

The detection of a stochastic gravitational-wave background (SGWB) is a primary science objective for the Laser Interferometer Space Antenna (LISA). However, extracting these signa…

gr-qc2026

Bayesian nonparametric estimation of correlated gravitational wave detector network noise using matrix-gamma process priors

Yixuan Liu, Renate Meyer, Nelson Christensen +5

The paper introduces a Bayesian nonparametric method that directly estimates the correlated noise spectral density matrix of future gravitational‑wave detector networks using matri…

gr-qc2026

An explicit and differentiable Wilson-Daubechies-Meyer transform for gravitational-wave data analysis

Avi Vajpeyi, Giorgio Mentasti, Quentin Baghi +2

The Wilson-Daubechies-Meyer (WDM) time-frequency transform has been widely used in gravitational-wave astronomy, yet a self-contained, mathematically explicit reference for practit…

stat.ME2026

Multivariate Bayesian P-spline estimation of spectral density matrices, with application to LISA TDI noise

Avi Vajpeyi, Renate Meyer, Patricio Maturana-Russel +1

We present a Bayesian P-spline method for estimating the frequency-dependent cross-spectral density matrix of stationary multivariate time series. The inverse spectral matrix is pa…

gr-qc2026

Bayesian power spectral density estimation for LISA noise based on penalized splines with a parametric boost

Nazeela Aimen, Patricio Maturana-Russel, Avi Vajpeyi +2

Flexible and accurate noise characterization is crucial for the precise estimation of gravitational-wave parameters. We introduce a Bayesian method for estimating the power spectra…

astro-ph.IM2026

Enhancing evidence estimation through informed probability density approximation

El Mehdi Zahraoui, Patricio Maturana-Russel, Avi Vajpeyi +3

We introduce the Morph approximation, a class of product approximations of probability densities that selects low-order disjoint parameter blocks by maximizing the sum of their tot…