pubmed-article:7569500 | rdf:type | pubmed:Citation | lld:pubmed |
pubmed-article:7569500 | lifeskim:mentions | umls-concept:C0679201 | lld:lifeskim |
pubmed-article:7569500 | lifeskim:mentions | umls-concept:C0681890 | lld:lifeskim |
pubmed-article:7569500 | lifeskim:mentions | umls-concept:C0449445 | lld:lifeskim |
pubmed-article:7569500 | lifeskim:mentions | umls-concept:C1709707 | lld:lifeskim |
pubmed-article:7569500 | pubmed:issue | 9-10 | lld:pubmed |
pubmed-article:7569500 | pubmed:dateCreated | 1995-10-26 | lld:pubmed |
pubmed-article:7569500 | pubmed:abstractText | This paper investigates the Bayesian procedures for comparing proportions. These procedures are especially suitable for accepting (or rejecting) the equivalence of two population proportions. Furthermore the Bayesian predictive probabilities provide a natural and flexible tool in monitoring trials, especially for choosing a sample size and for conducting interim analyses. These methods are illustrated with two examples where antithrombotic treatments are administrated to prevent further occurrences of thromboses. | lld:pubmed |
pubmed-article:7569500 | pubmed:language | eng | lld:pubmed |
pubmed-article:7569500 | pubmed:journal | http://linkedlifedata.com/r... | lld:pubmed |
pubmed-article:7569500 | pubmed:citationSubset | IM | lld:pubmed |
pubmed-article:7569500 | pubmed:chemical | http://linkedlifedata.com/r... | lld:pubmed |
pubmed-article:7569500 | pubmed:status | MEDLINE | lld:pubmed |
pubmed-article:7569500 | pubmed:issn | 0277-6715 | lld:pubmed |
pubmed-article:7569500 | pubmed:author | pubmed-author:DerzkoGG | lld:pubmed |
pubmed-article:7569500 | pubmed:author | pubmed-author:LecoutreBB | lld:pubmed |
pubmed-article:7569500 | pubmed:author | pubmed-author:GrouinJ MJM | lld:pubmed |
pubmed-article:7569500 | pubmed:issnType | Print | lld:pubmed |
pubmed-article:7569500 | pubmed:volume | 14 | lld:pubmed |
pubmed-article:7569500 | pubmed:owner | NLM | lld:pubmed |
pubmed-article:7569500 | pubmed:authorsComplete | Y | lld:pubmed |
pubmed-article:7569500 | pubmed:pagination | 1057-63; discussion 1064 | lld:pubmed |
pubmed-article:7569500 | pubmed:dateRevised | 2007-11-15 | lld:pubmed |
pubmed-article:7569500 | pubmed:meshHeading | pubmed-meshheading:7569500-... | lld:pubmed |
pubmed-article:7569500 | pubmed:meshHeading | pubmed-meshheading:7569500-... | lld:pubmed |
pubmed-article:7569500 | pubmed:meshHeading | pubmed-meshheading:7569500-... | lld:pubmed |
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pubmed-article:7569500 | pubmed:meshHeading | pubmed-meshheading:7569500-... | lld:pubmed |
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pubmed-article:7569500 | pubmed:meshHeading | pubmed-meshheading:7569500-... | lld:pubmed |
pubmed-article:7569500 | pubmed:meshHeading | pubmed-meshheading:7569500-... | lld:pubmed |
pubmed-article:7569500 | pubmed:meshHeading | pubmed-meshheading:7569500-... | lld:pubmed |
pubmed-article:7569500 | pubmed:articleTitle | Bayesian predictive approach for inference about proportions. | lld:pubmed |
pubmed-article:7569500 | pubmed:affiliation | URA 1378, Analyse et Modélisation Stochastique, C.N.R.S. et Université de Roven (Mathématiques), Mont-Saint-Aignan, France. | lld:pubmed |
pubmed-article:7569500 | pubmed:publicationType | Journal Article | lld:pubmed |
http://linkedlifedata.com/r... | pubmed:referesTo | pubmed-article:7569500 | lld:pubmed |