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asypow (version 2013.9-1)
Calculate Power Utilizing Asymptotic Likelihood Ratio Methods
Description
A set of routines written in the S language that calculate power and related quantities utilizing asymptotic likelihood ratio methods.
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Version
Version
2015.6.25
2013.9-1
2012.04-1
1.2.2
1.2.1
1.1
1.0
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Install
install.packages('asypow')
Monthly Downloads
98
Version
2013.9-1
License
ACM | file LICENSE
Maintainer
Kjetil Halvorsen
Last Published
September 24th, 2013
Functions in asypow (2013.9-1)
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info.reparam
Reparameterize Expected Information Matrix
info.poisson.design
Expected Information Matrix for a Poisson Design
info.binomial.kgroup
Expected Information Matrix for Single or Multiple Group Binomial
info.poisson.kgroup
Expected Information Matrix for Single or Multiple Group Poisson
asypow.power
Asymptotic Power
info.ordinal.kgroup
Expected Information Matrix for Single or Multiple Group Ordinal Observations
asypow.n
Asymptotic Sample Size
info.ordinal.design
Expected Information Matrix for an Ordinal Design
asypow-internal
Internal asypow objects
info.mvlogistic
Expected Information Matrix for a Multivariate Logistic Model
info.expsurv.kgroup
Expected Information Matrix for a Single or Multiple Group Clinical Trial with Exponential Survival
asypow.noncent
Asymptotic Noncentrality Parameter
info.binomial.design
Expected Information Matrix for a Binomial Design
asypow.sig
Asymptotic Significance
info.expsurv.design
Expected Information Matrix for a Clinical Trial with Exponential Survival Design
info.mvloglin
Expected Information Matrix for a Multivariate Log-Linear Model