Bayesian modelling of geostatistical malaria risk data
Bayesian geostatistical models applied to malaria risk data quantify the environment-disease relations, identify significant environmental predictors of malaria transmission and provide model-based predictions of malaria risk together with their precision. These models are often based on the station...
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doaj-e9575cb9e7a841b1a38959a403997d472020-11-25T03:29:09ZengPAGEPress PublicationsGeospatial Health1827-19871970-70962006-11-011112713910.4081/gh.2006.287287Bayesian modelling of geostatistical malaria risk dataL. Gosoniu0P. Vounatsou1N. Sogoba2T. Smith3Swiss Tropical Institute, BaselSwiss Tropical Institute, BaselMalaria Research and Training Center, Universite du Mali, BamakoSwiss Tropical Institute, BaselBayesian geostatistical models applied to malaria risk data quantify the environment-disease relations, identify significant environmental predictors of malaria transmission and provide model-based predictions of malaria risk together with their precision. These models are often based on the stationarity assumption which implies that spatial correlation is a function of distance between locations and independent of location. We relax this assumption and analyse malaria survey data in Mali using a Bayesian non-stationary model. Model fit and predictions are based on Markov chain Monte Carlo simulation methods. Model validation compares the predictive ability of the non-stationary model with the stationary analogue. Results indicate that the stationarity assumption is important because it influences the significance of environmental factors and the corresponding malaria risk maps.http://www.geospatialhealth.net/index.php/gh/article/view/287remote sensing, epidemiology, disease control, arthropod-borne viruses. |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
L. Gosoniu P. Vounatsou N. Sogoba T. Smith |
spellingShingle |
L. Gosoniu P. Vounatsou N. Sogoba T. Smith Bayesian modelling of geostatistical malaria risk data Geospatial Health remote sensing, epidemiology, disease control, arthropod-borne viruses. |
author_facet |
L. Gosoniu P. Vounatsou N. Sogoba T. Smith |
author_sort |
L. Gosoniu |
title |
Bayesian modelling of geostatistical malaria risk data |
title_short |
Bayesian modelling of geostatistical malaria risk data |
title_full |
Bayesian modelling of geostatistical malaria risk data |
title_fullStr |
Bayesian modelling of geostatistical malaria risk data |
title_full_unstemmed |
Bayesian modelling of geostatistical malaria risk data |
title_sort |
bayesian modelling of geostatistical malaria risk data |
publisher |
PAGEPress Publications |
series |
Geospatial Health |
issn |
1827-1987 1970-7096 |
publishDate |
2006-11-01 |
description |
Bayesian geostatistical models applied to malaria risk data quantify the environment-disease relations, identify significant environmental predictors of malaria transmission and provide model-based predictions of malaria risk together with their precision. These models are often based on the stationarity assumption which implies that spatial correlation is a function of distance between locations and independent of location. We relax this assumption and analyse malaria survey data in Mali using a Bayesian non-stationary model. Model fit and predictions are based on Markov chain Monte Carlo simulation methods. Model validation compares the predictive ability of the non-stationary model with the stationary analogue. Results indicate that the stationarity assumption is important because it influences the significance of environmental factors and the corresponding malaria risk maps. |
topic |
remote sensing, epidemiology, disease control, arthropod-borne viruses. |
url |
http://www.geospatialhealth.net/index.php/gh/article/view/287 |
work_keys_str_mv |
AT lgosoniu bayesianmodellingofgeostatisticalmalariariskdata AT pvounatsou bayesianmodellingofgeostatisticalmalariariskdata AT nsogoba bayesianmodellingofgeostatisticalmalariariskdata AT tsmith bayesianmodellingofgeostatisticalmalariariskdata |
_version_ |
1724580310016851968 |