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Multivariate statistics and geometric morphometrics

Multivariate statistics and geometric morphometrics

Partial warps •

Partial warps • Recall: thin-plate lt spline decomposes shape difference into global and local components: – Uniform, affine component is a tilted plane viewed in perspective. – Non-uniform, non-affine component characterizes regional ldf deformations (warping of fthe thin plate). lt) • Characterized by bending-energy matrix. – Total deformation is sum of the two components. Reference form form Total Total transformation Affine component Non-affine component

• Non-uniform portion of deformation: – Describes changes that vary in nature and extent across the organism. – Can be further decomposed into set of orthogonal components: partial warps. • Eigenvectors of bending-energy matrix. – Characterize changes at progressively smaller, more localized spatial scales: •1 st partial warp describes change at largest scale (lowest bending energy). •2 nd partial warp describes change at smaller scale. •Etc. – For k landmarks, can calculate l k-3 3 partial warps.

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