Numeric.LAPACK.Matrix.BandedHermitian

Synopsis

• type BandedHermitian offDiag sh = Hermitian offDiag sh
• data Transposition
  • = NonTransposed
  • | Transposed
• size :: BandedHermitian offDiag sh a -> sh
• fromList :: (Natural offDiag, C size, Storable a) => UnaryProxy offDiag -> Order -> size -> [a] -> BandedHermitian offDiag size a
• identity :: (C sh, Floating a) => sh -> Diagonal sh a
• diagonal :: (C sh, Floating a) => Vector sh (RealOf a) -> Diagonal sh a
• takeDiagonal :: (Natural offDiag, C size, Floating a) => BandedHermitian offDiag size a -> Vector size (RealOf a)
• toHermitian :: (Natural offDiag, C size, Floating a) => BandedHermitian offDiag size a -> Hermitian size a
• toBanded :: (Natural offDiag, C size, Floating a) => BandedHermitian offDiag size a -> Square offDiag offDiag size a
• multiplyVector :: (Natural offDiag, C size, Eq size, Floating a) => Transposition -> BandedHermitian offDiag size a -> Vector size a -> Vector size a
• multiplyFull :: (Natural offDiag, C vert, C horiz, C height, Eq height, C width, Floating a) => Transposition -> BandedHermitian offDiag height a -> Full vert horiz height width a -> Full vert horiz height width a
• gramian :: (C size, Eq size, Floating a, Natural sub, Natural super) => Square sub super size a -> BandedHermitian (sub :+: super) size a
• sumRank1 :: (Natural k, Indexed sh, Floating a) => Order -> sh -> [(RealOf a, (Index sh, StaticVector (Succ k) a))] -> BandedHermitian k sh a
• eigenvalues :: (Natural offDiag, C sh, Floating a) => BandedHermitian offDiag sh a -> Vector sh (RealOf a)
• eigensystem :: (Natural offDiag, C sh, Floating a) => BandedHermitian offDiag sh a -> (Square sh a, Vector sh (RealOf a))

Documentation