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Spatial and spatio-temporal Log-Gaussian Cox processes: extending the geostatistical paradigm

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Spatial and spatio-temporal Log-Gaussian Cox processes: extending the geostatistical paradigm. / Diggle, Peter; Moraga-Serrano, Paula; Rowlingson, Barry et al.
In: Statistical Science, Vol. 28, No. 4, 2013, p. 542-563.

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Diggle P, Moraga-Serrano P, Rowlingson B, Taylor B. Spatial and spatio-temporal Log-Gaussian Cox processes: extending the geostatistical paradigm. Statistical Science. 2013;28(4):542-563. doi: 10.1214/13-STS441

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Diggle, Peter ; Moraga-Serrano, Paula ; Rowlingson, Barry et al. / Spatial and spatio-temporal Log-Gaussian Cox processes : extending the geostatistical paradigm. In: Statistical Science. 2013 ; Vol. 28, No. 4. pp. 542-563.

Bibtex

@article{24b3cfd8536545eb96f9922801361269,
title = "Spatial and spatio-temporal Log-Gaussian Cox processes: extending the geostatistical paradigm",
abstract = "In this paper we first describe the class of log-Gaussian Cox processes (LGCPs) as models for spatial and spatio-temporal point process data. We discuss inference, with a particular focus on the computational challenges of likelihood-based inference. We then demonstrate the usefulness of the LGCP by describing four applications: estimating the intensity surface of a spatial point process; investigating spatial segregation in a multi-type process; constructing spatially continuous maps of disease risk from spatially discrete data; and real-time health surveillance. We argue that problems of this kind fit naturally into the realm of geostatistics, which traditionally is defined as the study of spatially continuous processes using spatially discrete observations at a finite number of locations. We suggest that a more useful definition of geostatistics is by the class of scientific problems that it addresses, rather than by particular models or data formats.",
author = "Peter Diggle and Paula Moraga-Serrano and Barry Rowlingson and Benjamin Taylor",
year = "2013",
doi = "10.1214/13-STS441",
language = "English",
volume = "28",
pages = "542--563",
journal = "Statistical Science",
issn = "0883-4237",
publisher = "Institute of Mathematical Statistics",
number = "4",

}

RIS

TY - JOUR

T1 - Spatial and spatio-temporal Log-Gaussian Cox processes

T2 - extending the geostatistical paradigm

AU - Diggle, Peter

AU - Moraga-Serrano, Paula

AU - Rowlingson, Barry

AU - Taylor, Benjamin

PY - 2013

Y1 - 2013

N2 - In this paper we first describe the class of log-Gaussian Cox processes (LGCPs) as models for spatial and spatio-temporal point process data. We discuss inference, with a particular focus on the computational challenges of likelihood-based inference. We then demonstrate the usefulness of the LGCP by describing four applications: estimating the intensity surface of a spatial point process; investigating spatial segregation in a multi-type process; constructing spatially continuous maps of disease risk from spatially discrete data; and real-time health surveillance. We argue that problems of this kind fit naturally into the realm of geostatistics, which traditionally is defined as the study of spatially continuous processes using spatially discrete observations at a finite number of locations. We suggest that a more useful definition of geostatistics is by the class of scientific problems that it addresses, rather than by particular models or data formats.

AB - In this paper we first describe the class of log-Gaussian Cox processes (LGCPs) as models for spatial and spatio-temporal point process data. We discuss inference, with a particular focus on the computational challenges of likelihood-based inference. We then demonstrate the usefulness of the LGCP by describing four applications: estimating the intensity surface of a spatial point process; investigating spatial segregation in a multi-type process; constructing spatially continuous maps of disease risk from spatially discrete data; and real-time health surveillance. We argue that problems of this kind fit naturally into the realm of geostatistics, which traditionally is defined as the study of spatially continuous processes using spatially discrete observations at a finite number of locations. We suggest that a more useful definition of geostatistics is by the class of scientific problems that it addresses, rather than by particular models or data formats.

U2 - 10.1214/13-STS441

DO - 10.1214/13-STS441

M3 - Journal article

VL - 28

SP - 542

EP - 563

JO - Statistical Science

JF - Statistical Science

SN - 0883-4237

IS - 4

ER -