Compact Shape Trees: A Contribution to the Forest of Shape Correspondences and Matching Methods
AO Ibraheem - arXiv preprint arXiv:1506.02923, 2015 - arxiv.org
We propose a novel technique, termed compact shape trees, for computing
correspondences of single-boundary 2-D shapes in O (n2) time. Together with zero or more
features defined at each of n sample points on the shape's boundary, the compact shape
tree of a shape comprises the O (n) collection of vectors emanating from any of the sample
points on the shape's boundary to the rest of the sample points on the boundary. As it turns
out, compact shape trees have a number of elegant properties both in the spatial and …
correspondences of single-boundary 2-D shapes in O (n2) time. Together with zero or more
features defined at each of n sample points on the shape's boundary, the compact shape
tree of a shape comprises the O (n) collection of vectors emanating from any of the sample
points on the shape's boundary to the rest of the sample points on the boundary. As it turns
out, compact shape trees have a number of elegant properties both in the spatial and …
Compact Shape Trees: A Contribution to the Forest of Shape Correspondences and Matching Methods
A Oladipupo Ibraheem - arXiv e-prints, 2015 - ui.adsabs.harvard.edu
We propose a novel technique, termed compact shape trees, for computing
correspondences of single-boundary 2-D shapes in O (n2) time. Together with zero or more
features defined at each of n sample points on the shape's boundary, the compact shape
tree of a shape comprises the O (n) collection of vectors emanating from any of the sample
points on the shape's boundary to the rest of the sample points on the boundary. As it turns
out, compact shape trees have a number of elegant properties both in the spatial and …
correspondences of single-boundary 2-D shapes in O (n2) time. Together with zero or more
features defined at each of n sample points on the shape's boundary, the compact shape
tree of a shape comprises the O (n) collection of vectors emanating from any of the sample
points on the shape's boundary to the rest of the sample points on the boundary. As it turns
out, compact shape trees have a number of elegant properties both in the spatial and …
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