Minimal realizations of the inverse of a polynomial matrix using finite and infinite Jordan pairs.
George F. FragulisPublished in: Kybernetika (1994)
Keyphrases
- orthogonal matrices
- finite sets
- real numbers
- jacobian matrix
- positive semidefinite
- correlation matrix
- pairwise
- linearly independent
- matrix inversion
- finite number
- symmetric matrix
- random variables
- neural network
- singular value decomposition
- integer points
- symmetric positive definite
- pseudo inverse
- positive definite
- low order
- finite dimensional
- linear algebra
- metric learning
- rows and columns
- lie group
- infinite dimensional
- coefficient matrix
- square root
- digital topology
- singular values
- low rank
- covariance matrix