Properties
Some documentation of the following properties are adapted from MatrixDepot.jl.
TypedMatrices.PropertyTypes.AbstractProperty — TypeThis is an abstract type for properties.
TypedMatrices.PropertyTypes.Bidiagonal — TypeThe matrix is upper or lower bidiagonal.
TypedMatrices.PropertyTypes.Binary — TypeThe matrix has entries from a binary set.
TypedMatrices.PropertyTypes.Circulant — TypeThe matrix is circulant.
TypedMatrices.PropertyTypes.Complex — TypeThe matrix has complex entries.
TypedMatrices.PropertyTypes.Correlation — TypeThe matrix is a correlation matrix.
TypedMatrices.PropertyTypes.Defective — TypeThe matrix is defective.
TypedMatrices.PropertyTypes.DiagonallyDominant — TypeThe matrix is diagonally dominant.
TypedMatrices.PropertyTypes.Eigensystem — TypePart of the eigensystem of the matrix is explicitly known.
TypedMatrices.PropertyTypes.FixedSize — TypeThe matrix is only available in some fixed sizes.
TypedMatrices.PropertyTypes.Graph — TypeThe matrix is the adjacency matrix of a graph.
TypedMatrices.PropertyTypes.Hankel — TypeThe matrix is a Hankel matrix.
TypedMatrices.PropertyTypes.Hessenberg — TypeThe matrix is an upper or lower Hessenberg matrix.
TypedMatrices.PropertyTypes.IllConditioned — TypeThe matrix is ill-conditioned for some parameter values.
TypedMatrices.PropertyTypes.Indefinite — TypeThe matrix is indefinite for some parameter values.
TypedMatrices.PropertyTypes.InfinitelyDivisible — TypeThe matrix is infinitely divisible.
TypedMatrices.PropertyTypes.Integer — TypeThe matrix has integer entries.
TypedMatrices.PropertyTypes.Inverse — TypeThe inverse of the matrix is known explicitly.
TypedMatrices.PropertyTypes.Involutory — TypeThe matrix is involutory for some parameter values.
TypedMatrices.PropertyTypes.Nilpotent — TypeThe matrix is nilpotent for some parameter values.
TypedMatrices.PropertyTypes.Nonnegative — TypeThe matrix is nonnegative for some parameter values.
TypedMatrices.PropertyTypes.Normal — TypeThe matrix is normal.
TypedMatrices.PropertyTypes.Orthogonal — TypeThe matrix is orthogonal for some parameter values.
TypedMatrices.PropertyTypes.Positive — TypeThe matrix is positive for some parameter values.
TypedMatrices.PropertyTypes.PositiveDefinite — TypeThe matrix is positive definite for some parameter values.
TypedMatrices.PropertyTypes.Random — TypeThe matrix has random entries.
TypedMatrices.PropertyTypes.RankDeficient — TypeThe matrix is rank deficient.
TypedMatrices.PropertyTypes.Rectangular — TypeThe matrix is rectangular for some parameter values.
TypedMatrices.PropertyTypes.RegularisationProblem — TypeThe output is a test problem for regularization methods.
TypedMatrices.PropertyTypes.SingularValues — TypePart of the singular values and vectors of the matrix is explicitly known.
TypedMatrices.PropertyTypes.Sparse — TypeThe matrix is sparse.
TypedMatrices.PropertyTypes.Symmetric — TypeThe matrix is symmetric for some parameter values.
TypedMatrices.PropertyTypes.Triangular — TypeThe matrix is upper or lower trinagular.
TypedMatrices.PropertyTypes.Tridiagonal — TypeThe matrix is tridiagonal.
TypedMatrices.PropertyTypes.Toeplitz — TypeThe matrix is Toeplitz.
TypedMatrices.PropertyTypes.TotallyNonnegative — TypeThe matrix is totally nonnegative for some parameter values.
TypedMatrices.PropertyTypes.TotallyPositive — TypeThe matrix is totally positive for some parameter values.
TypedMatrices.PropertyTypes.Unimodular — TypeThe matrix is unimodular for some parameter values.