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On restricting planar curve evolution to finite dimensional implicit subspaces with non-Euclidean metric
Aditya Jayant Tatu,
Francois Bernard Lauze
,
Stefan Horst Sommer
,
Mads Nielsen
Department of Computer Science
1
Citation (Scopus)
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Dive into the research topics of 'On restricting planar curve evolution to finite dimensional implicit subspaces with non-Euclidean metric'. Together they form a unique fingerprint.
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Keyphrases
Non-Euclidean Metric
100%
Planar Curves
100%
Curve Evolution
100%
Infinite Dimension
50%
Spline Curve
50%
2-metric
50%
Optimal Control Strategy
50%
Three-sphere
50%
Non-linear Subspace
50%
Invariant Curves
50%
Restricted Mean
50%
Space of Curves
50%
Infinite-dimensional Space
50%
Geodesic Active Contour
50%
Mean Curvature Motion
50%
Riemannian Submanifold
50%
Mathematics
Submanifold
100%
Differential Equation
50%
Infinite-Dimensional Space
50%
Mean Curvature
50%
Nonlinear
50%
Dimensional Riemannian Manifold
50%
Spline
50%
Linear Subspace
50%
Riemannian Submanifold
50%
Optimal Control Theory
50%