We proposed two new results of robust stability of families of matrices with uncertainty in its entries. The results are based on the polar decomposition and a novel sufficient condition for the stability of a given matrix, i.e., a matrix is stable if the unitarian matrix in the polar decomposition is stable. Some examples illustrate the results
Published in:
American Control Conference, 2000. Proceedings of the 2000
(Volume:6
)
Date of Conference: 2000