Constructs a "mmc.multicomp" object from the sufficient statistics
for a one-way design. The object must be explicitly plotted.
This is the S-Plus version. See ?aovSufficient for R
multicomp.mean(group, n, ybar, s, alpha=.05, ## S-Plus
ylabel="ylabel", focus.name="focus.factor", plot=FALSE,
lmat, labels=NULL, ...,
df=sum(n) - length(n),
sigmahat=(sum((n-1)*s^2) / df)^.5)multicomp.mmc.mean(group, n, ybar, s, ylabel, focus.name, ## S-Plus
lmat,
...,
comparisons="mca",
lmat.rows=seq(length=length(ybar)),
ry,
plot=TRUE,
crit.point,
iso.name=TRUE,
estimate.sign=1,
x.offset=0,
order.contrasts=TRUE,
method="tukey",
df=sum(n)-length(n),
sigmahat=(sum((n-1)*s^2)/df)^.5)
character vector of levels
numeric vector of sample sizes
vector of group means
vector of group standard deviations
Significance levels of test
name of response variable
name of factor
logical. Should the "mmc.multicomp" object be
automatically plotted? ignored in R.
lmat from multicomp in S-Plus or
t(linfct) from glht in R.
labels argument for multicomp in S-Plus.
Not used in R.
method for critical point calculation. This corresponds
to method in S-Plus multicomp and to type
in R glht
scalar, residual degrees of freedom
sqrt(MSE) from the ANOVA table
other arguments
argument to S-Plus multicomp only.
See lmat.rows in
mmc.
See argument ry.mmc in plot.mmc.multicomp.
See argument crit.point in S-Plus
See plot.mmc.multicomp.
multicomp.mmc.mean returns a "mmc.multicomp" object.
multicomp.mean returns a "multicomp" object.
Heiberger, Richard M. and Holland, Burt (2004b). Statistical Analysis and Data Display: An Intermediate Course with Examples in S-Plus, R, and SAS. Springer Texts in Statistics. Springer. ISBN 0-387-40270-5.
Heiberger, Richard M. and Holland, Burt (2006). "Mean--mean multiple comparison displays for families of linear contrasts." Journal of Computational and Graphical Statistics, 15:937--955.
Hsu, J. and Peruggia, M. (1994). "Graphical representations of Tukey's multiple comparison method." Journal of Computational and Graphical Statistics, 3:143--161.