centre: Should the matrices be centred before the calculations?
Details
Orthogonal Procrustes Analysis for two configurations X and Y. The first configuration X is used as a reference and the second, Y, is transformed to match the reference as much as possible. X = s Y T + 1t +E = Z + E
Returns
An object of class Procrustes.This has components: - X: First Configuration
Y: Second Configuration
Yrot: Second Configuration after the transformation
T: Rotation Matrix
t: Translation Vector
s: Scale Factor
rsss: Residual Sum of Squares
fit: Goodness of fit as percent of expained variance
correlations: Correlations among the columns of X and Z
References
Ingwer Borg, I. & Groenen, P. J.F. (2005). Modern Multidimensional Scaling. Theory and Applications. Second Edition. Springer