p_oneFhatone: p_oneFhatone, computation of an approximate 1F1 value
In chvrngit/wmpvaer: R Package, Multivariate p-Value Estimation: MANOVA,Block Independence & Bartlett's M ECM Test,Plus 1-Way MANOVA Study Design
View source: R/objects_and_functions.r
Description
p_oneFhatone, computation of an approximate 1F1 value
Usage
1
p_oneFhatone(s, n, m, omega)
Arguments
s
The value needed for the first derivative to equal log(Wilks)
n
The error Df of the one-way MANOVA analysis considered
m
The hypothesis Df of the one-way MANOVA analysis considered
omega
The a vector of eigenvalues of the Wilks Non-Centrality Parameter
corresponding to one independent variable.
chvrngit/wmpvaer documentation built on Dec. 3, 2019, 12:14 p.m.
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View source: R/objects_and_functions.r
Description
p_oneFhatone, computation of an approximate 1F1 value
Usage
1 | p_oneFhatone(s, n, m, omega)
|
Arguments
s |
The value needed for the first derivative to equal log(Wilks) |
n |
The error Df of the one-way MANOVA analysis considered |
m |
The hypothesis Df of the one-way MANOVA analysis considered |
omega |
The a vector of eigenvalues of the Wilks Non-Centrality Parameter corresponding to one independent variable. |
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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