This package provides functions operating on matrices, see also Matrices.
Name | Description |
---|---|
Package of LAPACK functions | |
Package of examples to demonstrate the usage of matrices | |
Solution of continuous-time algebraic Riccati equations | |
Compute the cholesky factor Ld according to Ad=Ld'*Ld=A - v*v' with A=L'*L | |
Compute the cholesky factor Ld according to Ad=Ld'*Ld=A - v*v' with A=L'*L | |
Compute the cholesky factor Lu according to Au=Lu'*Lu=A + v*v' with A=L'*L | |
Solution of discrete-time algebraic Riccati equations | |
Solution of continuous-time Lyapunov equation A'X*A - X = C | |
Solution of discrete-time Sylvester equation A*X*B + sgn*X = C | |
Compute eigenvalues and eigenvectors for a real, nonsymmetric matrix (matrix is balanced before eigenvalues are computed) | |
Return eigenvalues for a real, nonsymmetric matrix in a Real representation (computation with optional balancing) | |
Read matrix from a matlab file | |
Compute invariant zeros of linear state space system with a generalized system matrix [A, B, C, D] which is of upper Hessenberg form | |
Reflect each of the vectors ai of matrix A=[a1, a2, ..., an] on a plane with orthogonal vector u | |
Calculate the similarity transformation S*A*S of matrix A with symmetric householder matrix S = I - 2u*u' | |
Solution of continuous-time Lyapunov equation X*A + A'*X = C | |
LQ decomposition of a rectangular matrix without column pivoting (A = L*Q) | |
Generates a real orthogonal matrix Q defined as the product of IHI-ILO elementary reflectors | |
Print a matrix in html format on file (without html/body heading) | |
QR decomposition of a rectangular matrix without column pivoting (A = Q*R). Return the full square Q-matrix | |
Computes the real Schur form (RSF) of a square matrix | |
Solve real system of linear equations X*op(A)=B with a B matrix (Gaussian elemination with partial pivoting) | |
Solution of continuous-time Sylvester equation A*X + X*B = C | |
Return the upper/lower triangular part of a square matrix | |
Package of internal functions operating on matrices (for advanced users only) |