A hierarchical spatiotemporal analog forecasting model for count data

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Abstract

Analog forecasting is a mechanism-free nonlinear method that forecasts a system forward in time by examining how past states deemed similar to the current state moved forward. Previous applications of analog forecasting has been successful at producing robust forecasts for a variety of ecological and physical processes, but it has typically been presented in an empirical or heuristic procedure, rather than as a formal statistical model. The methodology presented here extends the model-based analog method of McDermott and Wikle (Environmetrics, 27, 2016, 70) by placing analog forecasting within a fully hierarchical statistical framework that can accommodate count observations. Using a Bayesian approach, the hierarchical analog model is able to quantify rigorously the uncertainty associated with forecasts. Forecasting waterfowl settling patterns in the northwestern United States and Canada is conducted by applying the hierarchical analog model to a breeding population survey dataset. Sea surface temperature (SST) in the Pacific Ocean is used to help identify potential analogs for the waterfowl settling patterns.

Original languageEnglish
Pages (from-to)790-800
Number of pages11
JournalEcology and Evolution
Volume8
Issue number1
DOIs
StatePublished - Jan 2018

Funding

U.S. Census Bureau, Grant/Award Number: SES-1132031; School of Natural Resources at the University of Missouri; Missouri Department of Conservation; U.S. National Science Foundation (NSF); NSF-Census Research Network (NCRN) This work was supported by the School of Natural Resources at the University of Missouri, the Missouri Department of Conservation, and was partially supported by the U.S. National Science Foundation (NSF) and the U.S. Census Bureau under NSF grant SES-1132031, funded through the NSF-Census Research Network (NCRN) program.

FundersFunder number
Missouri Department of Conservation
1132031
U.S. Census BureauSES-1132031
Southeast Missouri State University

    Keywords

    • ecological forecasting
    • hierarchical Bayesian models
    • nonlinear forecasting
    • waterfowl settling patterns

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