aov.phylo: phylogenetic ANOVA and MANOVA

In geiger: Analysis of Evolutionary Diversification

phylogenetic ANOVA and MANOVA

Description

computing phylogenetic ANOVA or MANOVA

Usage

aov.phylo(formula, phy, nsim = 1000, 
    test = c("Wilks", "Pillai", "Hotelling-Lawley", "Roy"), ...)

Arguments

formula	a formula specifying the model (see Examples)
phy	a phylogenetic tree of class 'phylo'
nsim	number of simulations to run
test	test statistic to apply if MANOVA
...	additional arguments to be passed to print.anova

Details

This function performs an ANOVA or MANOVA in a phylogenetic context. First, the test statistic for ANOVA (one dependent variable) or MANOVA (more than one dependent variable) is calculated. The null distribution of this test statistic is then obtained by simulating new sets of dependent variables on the phylogenetic tree. Simulations are run under a Brownian-motion model. For ANOVA, the rate parameter is estimated from the average squared independent contrast; for MANOVA the simulations use an estimated variance-covariance matrix from ratematrix.

For MANOVA, you can specify the test statistic for the summary table. Wilks' statistic is most popular in the literature and for further details, see summary.manova.

Value

The function prints (and returns) a standard ANOVA or MANOVA table and p-value based on simulations (from the Pr(phy) column). For convenience, the summary table is included as an attribute of the returned object (see Examples).

Author(s)

JM Eastman and LJ Harmon

References

Garland T Jr, AW Dickerman, CM Janis, and JA Jones. 1993. Phylogenetic analysis of covariance by computer simulation. Systematic Biology 42(3):265-292.

See Also

aov; anova; summary.manova; ratematrix

Examples

## Not run: 
geo=get(data(geospiza))
dat=geo$dat
d1=dat[,1]
grp<-as.factor(c(rep(0, 7), rep(1, 6)))
names(grp)=rownames(dat)

## MANOVA
x=aov.phylo(dat~grp, geo$phy, nsim=50, test="Wilks")
print(attributes(x)$summary) # summary table

## ANOVA
x1=aov.phylo(d1~grp, geo$phy, nsim=50)

## End(Not run)

geiger documentation built on April 4, 2023, 1:07 a.m.