Elastic distance between curves under the metamorphosis viewpoint

26 Apr 2018 Younes Laurent

We provide a new angle and obtain new results on a class of metrics on length-normalized curves in $d$ dimensions, represented by their unit tangents expressed as a function of arc-length, which are functions from the unit interval to the $(d-1)$-dimensional unit sphere. These metrics are derived from the combined action of diffeomorphisms (change of parameters) and arc-length-dependent rotation acting on the tangent... (read more)

PDF Abstract
No code implementations yet. Submit your code now

Categories


  • DIFFERENTIAL GEOMETRY