A Neural-Mean Vecchia Gaussian Process for Unified Argo Modeling
Nian Liu, Jian Cao

TL;DR
This paper introduces a scalable, unified Gaussian process framework with a flexible mean structure for modeling global Argo ocean temperature data, outperforming traditional localized methods.
Contribution
It proposes a data-driven, fully integrated GP model with Vecchia approximation for large-scale, spatio-temporal ocean data analysis, avoiding case-specific modeling choices.
Findings
Achieves comparable or better predictive performance than benchmark methods.
Reduces computational complexity from cubic to quasi-linear.
Provides a unified approach for broad spatial domain modeling.
Abstract
Argo is an international program that collects temperature and salinity observations in the upper two kilometers of the global ocean. Most existing approaches for modeling Argo temperature rely on localized modeling within moving windows, first estimating a prescribed mean structure and then fitting Gaussian processes (GPs) to the mean-subtracted anomalies. Such strategies introduce challenges in designing suitable mean structures and defining local moving windows, often resulting in case-specific modeling choices. In this work, we propose a one-stop Gaussian process regression framework with a flexible mean structure and a generic spatio-temporal covariance function to jointly model Argo temperature data across broad spatial domains. Our fully data-driven approach achieves predictive performance that compares favorably with the established benchmarks that require moving-window…
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