7 citations · 13 across the 3 of their papers we have counts for
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stat.ME2010
Intrinsic Inference on the Mean Geodesic of Planar Shapes and Tree Discrimination by Leaf Growth
Stephan Huckemann
For planar landmark based shapes, taking into account the non-Euclidean geometry of the shape space, a statistical test for a common mean first geodesic principal component (GPC) i…
stat.ME2010★ 7 cited
Dynamic shape analysis and comparison of leaf growth
Stephan Huckemann
In the statistical analysis of shape a goal beyond the analysis of static shapes lies in the quantification of `same' deformation of different shapes. Typically, shape spaces are m…
stat.ME2010★ 6 cited
On the meaning of mean shape
Stephan Huckemann
Various concepts of mean shape previously unrelated in the literature are brought into relation. In particular for non-manifolds such as Kendall's 3D shape space, this paper answer…