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hyperplane

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hyperplane [¦hī·pər‚plān]
(mathematics)
A hyperplane is an (n- 1)-dimensional subspace of ann-dimensional vector space.


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The SVM maps the features to higher dimensional space and then uses an optimal hyperplane in the mapped space.
Researchers with theoretical and computational expertise in polyhedral computation discuss combinatorial properties of linear program digraphs, combinatorial techniques for monotone generation problems, polyhedral representation conversion up to symmetries, the multi-parametric linear complementarity problem with sufficient matrices, hyperplane arrangements with large average diameter, and the Nash equilibria of rank-1 games.
Let H(F, u) be a supporting hyperplane of F with normal direction u and let N(F, x) = {u [member of] [R.
 
 
 
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