A spatial unit level model for small area estimation
* This paper approaches the problem of small area estimation in the framework of spatially correlated data. We propose a class of estimators allowing the integration of sample information of a spatial nature. Those estimators are based on linear models with spatially correlated small area effects wh...
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Published in | Revstat Vol. 9; no. 2; p. 155 |
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Main Authors | , |
Format | Journal Article |
Language | English |
Published |
Instituto Nacional de Estatistica
01.06.2011
Instituto Nacional de Estatística | Statistics Portugal |
Subjects | |
Online Access | Get full text |
ISSN | 1645-6726 2183-0371 |
DOI | 10.57805/revstat.v9i2.102 |
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Abstract | * This paper approaches the problem of small area estimation in the framework of spatially correlated data. We propose a class of estimators allowing the integration of sample information of a spatial nature. Those estimators are based on linear models with spatially correlated small area effects where the neighbourhood structure is a function of the distance between small areas. Within a Monte Carlo simulation study we analyze the merits of the proposed estimators in comparison to several traditional estimators. We conclude that the proposed estimators can compete in precision with competitive estimators, while allowing significant reductions in bias. Their merits are particularly conspicuous when analyzing their conditional properties. Key-Words: * combined estimator; empirical best linear unbiased prediction; small area estimation; spatial models; unit level models. AMS Subject Classification: * 62D05, 62F40, 62J05. |
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AbstractList | * This paper approaches the problem of small area estimation in the framework of spatially correlated data. We propose a class of estimators allowing the integration of sample information of a spatial nature. Those estimators are based on linear models with spatially correlated small area effects where the neighbourhood structure is a function of the distance between small areas. Within a Monte Carlo simulation study we analyze the merits of the proposed estimators in comparison to several traditional estimators. We conclude that the proposed estimators can compete in precision with competitive estimators, while allowing significant reductions in bias. Their merits are particularly conspicuous when analyzing their conditional properties. Key-Words: * combined estimator; empirical best linear unbiased prediction; small area estimation; spatial models; unit level models. AMS Subject Classification: * 62D05, 62F40, 62J05. * This paper approaches the problem of small area estimation in the framework of spatially correlated data. We propose a class of estimators allowing the integration of sample information of a spatial nature. Those estimators are based on linear models with spatially correlated small area effects where the neighbourhood structure is a function of the distance between small areas. Within a Monte Carlo simulation study we analyze the merits of the proposed estimators in comparison to several traditional estimators. We conclude that the proposed estimators can compete in precision with competitive estimators, while allowing significant reductions in bias. Their merits are particularly conspicuous when analyzing their conditional properties. This paper approaches the problem of small area estimation in the framework of spatially correlated data. We propose a class of estimators allowing the integration of sample information of a spatial nature. Those estimators are based on linear models with spatially correlated small area effects where the neighbourhood structure is a function of the distance between small areas. Within a Monte Carlo simulation study we analyze the merits of the proposed estimators in comparison to several traditional estimators. We conclude that the proposed estimators can compete in precision with competitive estimators, while allowing significant reductions in bias. Their merits are particularly conspicuous when analyzing their conditional properties. |
Audience | Academic |
Author | Coelho, Pedro S Pereira, Luis N |
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Copyright | COPYRIGHT 2011 Instituto Nacional de Estatistica |
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SubjectTerms | Analysis combined estimator empirical best linear unbiased prediction Geospatial data Monte Carlo method small area estimation spatial models Statistical models unit level models |
Title | A spatial unit level model for small area estimation |
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