Batch-sequential design and heteroskedastic surrogate modeling for delta smelt conservation
Boya Zhang, Robert B. Gramacy, Leah Johnson, Kenneth A. Rose, Eric, Smith

TL;DR
This paper introduces a batch-sequential design method for heteroskedastic Gaussian process surrogates, optimizing the evaluation of complex, noisy simulations like those modeling delta smelt populations, to improve efficiency and accuracy.
Contribution
It develops a novel batch-sequential experimental design strategy tailored for heteroskedastic Gaussian process models, enhancing simulation efficiency in high-dimensional, noisy settings.
Findings
Efficiently identifies informative simulation runs in high-noise regions.
Improves surrogate model accuracy with fewer simulation evaluations.
Demonstrates effectiveness on large-scale delta smelt simulation data.
Abstract
Delta smelt is an endangered fish species in the San Francisco estuary that have shown an overall population decline over the past 30 years. Researchers have developed a stochastic, agent-based simulator to virtualize the system, with the goal of understanding the relative contribution of natural and anthropogenic factors suggested as playing a role in their decline. However, the input configuration space is high-dimensional, running the simulator is time-consuming, and its noisy outputs change nonlinearly in both mean and variance. Getting enough runs to effectively learn input--output dynamics requires both a nimble modeling strategy and parallel supercomputer evaluation. Recent advances in heteroskedastic Gaussian process (HetGP) surrogate modeling helps, but little is known about how to appropriately plan experiments for highly distributed simulator evaluation. We propose a batch…
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Taxonomy
TopicsGaussian Processes and Bayesian Inference · Advanced Multi-Objective Optimization Algorithms
