Interface Hessenberg<N extends Comparable<N>>

All Superinterfaces:
MatrixDecomposition<N>, Structure1D, Structure2D
All Known Implementing Classes:
HessenbergDecomposition, HessenbergDecomposition.C128, HessenbergDecomposition.H256, HessenbergDecomposition.Q128, HessenbergDecomposition.R064, HessenbergDecomposition.R128

public interface Hessenberg<N extends Comparable<N>> extends MatrixDecomposition<N>
Hessenberg: [A] = [Q][H][Q]T A general square matrix [A] can be decomposed by orthogonal similarity transformations into the form [A]=[Q][H][Q]T where
  • [H] is upper (or lower) hessenberg matrix
  • [Q] is orthogonal/unitary