Modeling groundwater levels in California's Central Valley by hierarchical Gaussian process and neural network regression
Anshuman Pradhan, Kyra H. Adams, Venkat Chandrasekaran, Zhen Liu, John, T. Reager, Andrew M. Stuart, Michael J. Turmon

TL;DR
This paper introduces a novel hierarchical Gaussian process and neural network regression method to model groundwater levels in California's Central Valley, effectively handling sparse, noisy data and providing reliable uncertainty estimates.
Contribution
The study presents a new combined GP-DNN approach that incorporates lithological information for improved groundwater modeling in complex aquifers.
Findings
Model accurately captures non-stationary groundwater features.
Model provides reliable uncertainty quantification.
Wet years 2017 and 2019 had limited impact on groundwater replenishment.
Abstract
Modeling groundwater levels continuously across California's Central Valley (CV) hydrological system is challenging due to low-quality well data which is sparsely and noisily sampled across time and space. The lack of consistent well data makes it difficult to evaluate the impact of 2017 and 2019 wet years on CV groundwater following a severe drought during 2012-2015. A novel machine learning method is formulated for modeling groundwater levels by learning from a 3D lithological texture model of the CV aquifer. The proposed formulation performs multivariate regression by combining Gaussian processes (GP) and deep neural networks (DNN). The hierarchical modeling approach constitutes training the DNN to learn a lithologically informed latent space where non-parametric regression with GP is performed. We demonstrate the efficacy of GP-DNN regression for modeling non-stationary features in…
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Taxonomy
TopicsGaussian Processes and Bayesian Inference · Groundwater flow and contamination studies · Machine Learning and Data Classification
