High-dimension, low-sample size perspectives in constrained statistical inference: The SARSCoV RNA genome in illustration
Identifieur interne : 003B66 ( Main/Exploration ); précédent : 003B65; suivant : 003B67High-dimension, low-sample size perspectives in constrained statistical inference: The SARSCoV RNA genome in illustration
Auteurs : Pranab K. Sen [États-Unis] ; Ming-Tien Tsai [Taïwan] ; Yuh-Shan Jou [Taïwan]Source :
- Journal of the American Statistical Association [ 0162-1459 ] ; 2007.
Descripteurs français
- Pascal (Inist)
- Wicri :
- topic : Méthode statistique.
English descriptors
- KwdEn :
Abstract
High-dimensional categorical data models, often with inadequately large sample sizes, crop up in many fields of application. The SARS epidemic, originating in southern China in 2002, had an identified single-stranded and positive-sense RNA virus with large genome size and moderate mutation rate. The present genomic study is used as a prime illustration for motivating appropriate statistical methodology for comprehending the genomic variation in such high-dimensional categorical data models. Because of underlying restraints, a pseudomarginal approach based on Hamming distance is considered in a constrained statistical inference setup. The union-intersection principle and jackknifing methods are incorporated in exploring appropriate statistical procedures.
Affiliations:
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Le document en format XML
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<term>Sample size</term>
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<front><div type="abstract" xml:lang="en">High-dimensional categorical data models, often with inadequately large sample sizes, crop up in many fields of application. The SARS epidemic, originating in southern China in 2002, had an identified single-stranded and positive-sense RNA virus with large genome size and moderate mutation rate. The present genomic study is used as a prime illustration for motivating appropriate statistical methodology for comprehending the genomic variation in such high-dimensional categorical data models. Because of underlying restraints, a pseudomarginal approach based on Hamming distance is considered in a constrained statistical inference setup. The union-intersection principle and jackknifing methods are incorporated in exploring appropriate statistical procedures.</div>
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