R: Heterogeneous Methods for Shape and Other Multidimensional Data

# Heterogeneous Methods for Shape and Other Multidimensional Data

## Documentation for package ‘GeometricMorphometricsMix’ version 0.6.1.1

- DESCRIPTION file
- User guides, package vignettes and other documentation
- Package NEWS
- Package README

## Help Pages

adjRand_test | Test the significance of the adjusted Rand index
arching_vector | Body arching vector from brown trout study
brown_trout | Brown trout landmark data
BTailTest | BTailTest for difference in disparity/morphospace occupation
critical_angle | Compute the critical angle for the test of the angle between two multivariate vectors
disparity_resample | Resampling-based estimates (bootstrap or rarefaction) of disparity / morphospace occupation
disparity_test | Permutation test of difference in disparity/morphospace occupation
dist_mean_boot | Bootstrapped distance between two arrays
EscoufierRV | Escoufier RV coefficient
LM_relativepos_check | Check the relative positions for a set of landmarks, compared to a reference specimen
parallel_analysis | Perform parallel analysis
plot.disparity_resample | Plot method for disparity_resample objects
plot.EscoufierRVrarefy | Plot method for EscoufierRVrarefy objects
pls | Partial least squares (PLS) analysis
pls_major_axis | Major axis predictions for partial least squares (PLS) analysis
print.disparity_resample | Print method for disparity_resample objects
print.EscoufierRVrarefy | Print method for EscoufierRVrarefy objects
ProjectOrthogonal | Project to subspace orthogonal to a vector
repeated_measures_test | Perform test on two repeated measures
rescale_by_landmark_distance | Rescale landmark data based on interlandmark distances
reversePCA | 'Reverse' PCA
rotate_landmarks | User-defined rotation of a landmark configuration
RVcomparison | Compare Escoufier RV coefficient between groups
RVrarefied | Rarefied version of Escoufier RV coefficient
scaled_variance_of_eigenvalues | Compute scaled variance of eigenvalues
TestOfAngle | Perform a test of the angle between two multivariate vectors