A Linear Separability Criterion for Sets of Euclidean Space.
Z. R. GabidullinaPublished in: J. Optim. Theory Appl. (2013)
Keyphrases
- euclidean space
- linear separability
- linearly separable
- data points
- hyperplane
- shape analysis
- euclidean distance
- higher dimensional
- metric space
- vector space
- feature space
- low dimensional
- riemannian manifolds
- soft margin
- geodesic distance
- input space
- reproducing kernel hilbert space
- data sets
- positive definite
- learning algorithm
- dimensionality reduction
- feature selection
- decision trees
- linear classifiers
- face recognition
- pattern recognition
- high dimensional