Computability of the Metric Projection Onto Finite-dimensional Linear Subspaces.
Ruth DillhageVasco BrattkaPublished in: Electron. Notes Theor. Comput. Sci. (2008)
Keyphrases
- finite dimensional
- linear subspace
- low dimensional
- convex sets
- higher dimensional
- high dimensional
- euclidean space
- subspace learning
- vector space
- dimensionality reduction
- image space
- high dimensional data
- metric space
- face recognition
- manifold learning
- data points
- dimension reduction
- image set
- spherical harmonics
- multiple views
- principal component analysis
- finite number
- distance measure
- geodesic distance
- euclidean distance
- reproducing kernel hilbert space
- image segmentation