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vows (version 0.2-0)

Voxelwise semiparametrics

Description

Parametric and semiparametric inference for massively parallel models, i.e., a large number of models with common design matrix, as often occurs with brain imaging data.

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Version

Install

install.packages('vows')

Monthly Downloads

11

Version

0.2-0

License

GPL (>= 2)

Maintainer

Lan Huo

Last Published

September 7th, 2012

Functions in vows (0.2-0)

screen.vox

Screen voxels for a voxelwise smoothing object
rlrt4d

Voxelwise restricted likelihood ratio tests
R2nii

Save data to a NIfTI file
rlrt.mp

Massively parallel restricted likelihood ratio tests
vows-internal

Internal functions for the vows package
funkmeans4d

Functional k-means clustering for parallel smooths for 4-dimensional data
Fdr.rlrt

False discovery rate estimation for massively parallel restricted likelihood ratio tests
test

Toy data set
vows-package

Voxelwise semiparametrics
permF.mp

Permutation F-tests for massively parallel linear models
semipar4d

Massively parallel semiparametric regression for 4-dimensional data
semipar.mix.mp

Massively parallel semiparametric mixed models
lm.mp

Massively parallel linear regression models
qplsc.mp

Quadratically penalized least squares with constraints
plot.semipar.mp

Plot massively parallel semiparametric models
rlrtpanel

Interactive visualization of voxelwise RLRT results
plot.rlrt4d

Display cross-sections of voxelwise RLRT results
funkmeans

Functional k-means clustering for parallel smooths
vows-mgcv

Utility functions related to the mgcv package
plot.funkmeans

Plotting of k-means clustering results for massively parallel smooths
rlrt.mp.fit

Massively parallel restricted likelihood ratio tests (internal)
sf

Defining smooth functions in semiparametric model formulae
semipar.mp

Massively parallel semiparametric regression
summary.lm.mp

Summarizing massively parallel linear model fits
F.mp

F-tests for massively parallel linear models
lm4d

Voxelwise linear models
nii2R

NIfTI-to-R conversion
funkpanel

Interactive visualization of massively parallel smoothing results