Point process models for spatio-temporal distance sampling data from a large-scale survey of blue whales

Distance sampling is a widely used method for estimating wildlife population abundance. The fact that conventional distance sampling methods are partly design-based constrains the spatial resolution at which animal density can be estimated using these methods. Estimates are usually obtained at surve...

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Published in:The Annals of Applied Statistics
Main Authors: Yuan, Y., Bachl, F. E., Lindgren, F., Borchers, David Louis, Illian, J. B., Buckland, S. T., Rue, H., Gerrodette, T.
Format: Article in Journal/Newspaper
Language:English
Published: 2017
Subjects:
Online Access:https://risweb.st-andrews.ac.uk/portal/en/researchoutput/point-process-models-for-spatiotemporal-distance-sampling-data-from-a-largescale-survey-of-blue-whales(1a0e48e7-3ebd-4166-ab57-1980c2e0f9a4).html
https://doi.org/10.1214/17-AOAS1078
https://research-repository.st-andrews.ac.uk/bitstream/10023/12427/1/Yuan_2017_Point_process_AnnApplStat_2270.pdf
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spelling ftunstandrewcris:oai:risweb.st-andrews.ac.uk:publications/1a0e48e7-3ebd-4166-ab57-1980c2e0f9a4 2023-05-15T15:45:09+02:00 Point process models for spatio-temporal distance sampling data from a large-scale survey of blue whales Yuan, Y. Bachl, F. E. Lindgren, F. Borchers, David Louis Illian, J. B. Buckland, S. T. Rue, H. Gerrodette, T. 2017-12 application/pdf https://risweb.st-andrews.ac.uk/portal/en/researchoutput/point-process-models-for-spatiotemporal-distance-sampling-data-from-a-largescale-survey-of-blue-whales(1a0e48e7-3ebd-4166-ab57-1980c2e0f9a4).html https://doi.org/10.1214/17-AOAS1078 https://research-repository.st-andrews.ac.uk/bitstream/10023/12427/1/Yuan_2017_Point_process_AnnApplStat_2270.pdf eng eng info:eu-repo/semantics/openAccess Yuan , Y , Bachl , F E , Lindgren , F , Borchers , D L , Illian , J B , Buckland , S T , Rue , H & Gerrodette , T 2017 , ' Point process models for spatio-temporal distance sampling data from a large-scale survey of blue whales ' , Annals of Applied Statistics , vol. 11 , no. 4 , pp. 2270-2297 . https://doi.org/10.1214/17-AOAS1078 Distance sampling Spatio-temporal modeling Stochastic partial differential equations INLA Spatial point process article 2017 ftunstandrewcris https://doi.org/10.1214/17-AOAS1078 2021-12-26T14:28:34Z Distance sampling is a widely used method for estimating wildlife population abundance. The fact that conventional distance sampling methods are partly design-based constrains the spatial resolution at which animal density can be estimated using these methods. Estimates are usually obtained at survey stratum level. For an endangered species such as the blue whale, it is desirable to estimate density and abundance at a finer spatial scale than stratum. Temporal variation in the spatial structure is also important. We formulate the process generating distance sampling data as a thinned spatial point process and propose model-based inference using a spatial log-Gaussian Cox process. The method adopts a flexible stochastic partial differential equation (SPDE) approach to model spatial structure in density that is not accounted for by explanatory variables, and integrated nested Laplace approximation (INLA) for Bayesian inference. It allows simultaneous fitting of detection and density models and permits prediction of density at an arbitrarily fine scale. We estimate blue whale density in the Eastern Tropical Pacific Ocean from thirteen shipboard surveys conducted over 22 years. We find that higher blue whale density is associated with colder sea surface temperatures in space, and although there is some positive association between density and mean annual temperature, our estimates are consistent with no trend in density across years. Our analysis also indicates that there is substantial spatially structured variation in density that is not explained by available covariates. Article in Journal/Newspaper Blue whale University of St Andrews: Research Portal Laplace ENVELOPE(141.467,141.467,-66.782,-66.782) Pacific The Annals of Applied Statistics 11 4
institution Open Polar
collection University of St Andrews: Research Portal
op_collection_id ftunstandrewcris
language English
topic Distance sampling
Spatio-temporal modeling
Stochastic partial differential equations
INLA
Spatial point process
spellingShingle Distance sampling
Spatio-temporal modeling
Stochastic partial differential equations
INLA
Spatial point process
Yuan, Y.
Bachl, F. E.
Lindgren, F.
Borchers, David Louis
Illian, J. B.
Buckland, S. T.
Rue, H.
Gerrodette, T.
Point process models for spatio-temporal distance sampling data from a large-scale survey of blue whales
topic_facet Distance sampling
Spatio-temporal modeling
Stochastic partial differential equations
INLA
Spatial point process
description Distance sampling is a widely used method for estimating wildlife population abundance. The fact that conventional distance sampling methods are partly design-based constrains the spatial resolution at which animal density can be estimated using these methods. Estimates are usually obtained at survey stratum level. For an endangered species such as the blue whale, it is desirable to estimate density and abundance at a finer spatial scale than stratum. Temporal variation in the spatial structure is also important. We formulate the process generating distance sampling data as a thinned spatial point process and propose model-based inference using a spatial log-Gaussian Cox process. The method adopts a flexible stochastic partial differential equation (SPDE) approach to model spatial structure in density that is not accounted for by explanatory variables, and integrated nested Laplace approximation (INLA) for Bayesian inference. It allows simultaneous fitting of detection and density models and permits prediction of density at an arbitrarily fine scale. We estimate blue whale density in the Eastern Tropical Pacific Ocean from thirteen shipboard surveys conducted over 22 years. We find that higher blue whale density is associated with colder sea surface temperatures in space, and although there is some positive association between density and mean annual temperature, our estimates are consistent with no trend in density across years. Our analysis also indicates that there is substantial spatially structured variation in density that is not explained by available covariates.
format Article in Journal/Newspaper
author Yuan, Y.
Bachl, F. E.
Lindgren, F.
Borchers, David Louis
Illian, J. B.
Buckland, S. T.
Rue, H.
Gerrodette, T.
author_facet Yuan, Y.
Bachl, F. E.
Lindgren, F.
Borchers, David Louis
Illian, J. B.
Buckland, S. T.
Rue, H.
Gerrodette, T.
author_sort Yuan, Y.
title Point process models for spatio-temporal distance sampling data from a large-scale survey of blue whales
title_short Point process models for spatio-temporal distance sampling data from a large-scale survey of blue whales
title_full Point process models for spatio-temporal distance sampling data from a large-scale survey of blue whales
title_fullStr Point process models for spatio-temporal distance sampling data from a large-scale survey of blue whales
title_full_unstemmed Point process models for spatio-temporal distance sampling data from a large-scale survey of blue whales
title_sort point process models for spatio-temporal distance sampling data from a large-scale survey of blue whales
publishDate 2017
url https://risweb.st-andrews.ac.uk/portal/en/researchoutput/point-process-models-for-spatiotemporal-distance-sampling-data-from-a-largescale-survey-of-blue-whales(1a0e48e7-3ebd-4166-ab57-1980c2e0f9a4).html
https://doi.org/10.1214/17-AOAS1078
https://research-repository.st-andrews.ac.uk/bitstream/10023/12427/1/Yuan_2017_Point_process_AnnApplStat_2270.pdf
long_lat ENVELOPE(141.467,141.467,-66.782,-66.782)
geographic Laplace
Pacific
geographic_facet Laplace
Pacific
genre Blue whale
genre_facet Blue whale
op_source Yuan , Y , Bachl , F E , Lindgren , F , Borchers , D L , Illian , J B , Buckland , S T , Rue , H & Gerrodette , T 2017 , ' Point process models for spatio-temporal distance sampling data from a large-scale survey of blue whales ' , Annals of Applied Statistics , vol. 11 , no. 4 , pp. 2270-2297 . https://doi.org/10.1214/17-AOAS1078
op_rights info:eu-repo/semantics/openAccess
op_doi https://doi.org/10.1214/17-AOAS1078
container_title The Annals of Applied Statistics
container_volume 11
container_issue 4
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