Using machine learning to estimate atmospheric pollen concentrations in Tulsa, OK

This article describes an example of using machine learning to estimate the abundance of airborne Ambrosia pollen for Tulsa, OK. Twenty-seven years of historical pollen observations were used. These pollen observations were combined with machine learning and a very complete meteorological and land s...

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Main Authors: Xun Liu, Daji Wu, Gebreab K Zewdie, Lakitha Wijerante, Christopher I Timms, Alexander Riley, Estelle Levetin, David J Lary
Format: Article
Language:English
Published: SAGE Publishing 2017-03-01
Series:Environmental Health Insights
Online Access:https://doi.org/10.1177/1178630217699399
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spelling doaj-8916581d304743d7abe961e679946ee22020-11-25T03:24:38ZengSAGE PublishingEnvironmental Health Insights1178-63022017-03-011110.1177/117863021769939910.1177_1178630217699399Using machine learning to estimate atmospheric pollen concentrations in Tulsa, OKXun Liu0Daji Wu1Gebreab K Zewdie2Lakitha Wijerante3Christopher I Timms4Alexander Riley5Estelle Levetin6David J Lary7The University of Texas at Dallas, Richardson, TX, USAThe University of Texas at Dallas, Richardson, TX, USAThe University of Texas at Dallas, Richardson, TX, USAThe University of Texas at Dallas, Richardson, TX, USAThe University of Texas at Dallas, Richardson, TX, USAThe University of Texas at Dallas, Richardson, TX, USAThe University of Tulsa, Tulsa, OK, USAThe University of Texas at Dallas, Richardson, TX, USAThis article describes an example of using machine learning to estimate the abundance of airborne Ambrosia pollen for Tulsa, OK. Twenty-seven years of historical pollen observations were used. These pollen observations were combined with machine learning and a very complete meteorological and land surface context of 85 variables to estimate the daily Ambrosia abundance. The machine learning algorithms employed were Least Absolute Shrinkage and Selection Operator (LASSO), neural networks, and random forests. The best performance was obtained using random forests. The physical insights provided by the random forest are also discussed.https://doi.org/10.1177/1178630217699399
collection DOAJ
language English
format Article
sources DOAJ
author Xun Liu
Daji Wu
Gebreab K Zewdie
Lakitha Wijerante
Christopher I Timms
Alexander Riley
Estelle Levetin
David J Lary
spellingShingle Xun Liu
Daji Wu
Gebreab K Zewdie
Lakitha Wijerante
Christopher I Timms
Alexander Riley
Estelle Levetin
David J Lary
Using machine learning to estimate atmospheric pollen concentrations in Tulsa, OK
Environmental Health Insights
author_facet Xun Liu
Daji Wu
Gebreab K Zewdie
Lakitha Wijerante
Christopher I Timms
Alexander Riley
Estelle Levetin
David J Lary
author_sort Xun Liu
title Using machine learning to estimate atmospheric pollen concentrations in Tulsa, OK
title_short Using machine learning to estimate atmospheric pollen concentrations in Tulsa, OK
title_full Using machine learning to estimate atmospheric pollen concentrations in Tulsa, OK
title_fullStr Using machine learning to estimate atmospheric pollen concentrations in Tulsa, OK
title_full_unstemmed Using machine learning to estimate atmospheric pollen concentrations in Tulsa, OK
title_sort using machine learning to estimate atmospheric pollen concentrations in tulsa, ok
publisher SAGE Publishing
series Environmental Health Insights
issn 1178-6302
publishDate 2017-03-01
description This article describes an example of using machine learning to estimate the abundance of airborne Ambrosia pollen for Tulsa, OK. Twenty-seven years of historical pollen observations were used. These pollen observations were combined with machine learning and a very complete meteorological and land surface context of 85 variables to estimate the daily Ambrosia abundance. The machine learning algorithms employed were Least Absolute Shrinkage and Selection Operator (LASSO), neural networks, and random forests. The best performance was obtained using random forests. The physical insights provided by the random forest are also discussed.
url https://doi.org/10.1177/1178630217699399
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