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asypow (version 2015.6.25)
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
2015.6.25
License
ACM | file LICENSE
Maintainer
Kjetil Halvorsen
Last Published
June 26th, 2015
Functions in asypow (2015.6.25)
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info.reparam
Reparameterize Expected Information Matrix
asypow.sig
Asymptotic Significance
info.poisson.kgroup
Expected Information Matrix for Single or Multiple Group Poisson
asypow-internal
Internal asypow objects
info.binomial.kgroup
Expected Information Matrix for Single or Multiple Group Binomial
asypow.power
Asymptotic Power
info.ordinal.design
Expected Information Matrix for an Ordinal Design
info.poisson.design
Expected Information Matrix for a Poisson Design
asypow.noncent
Asymptotic Noncentrality Parameter
info.ordinal.kgroup
Expected Information Matrix for Single or Multiple Group Ordinal Observations
asypow.n
Asymptotic Sample Size
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
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
info.binomial.design
Expected Information Matrix for a Binomial Design