Speaker
Petar Mlinarić
(Virginia Tech)
Description
We consider the Riemannian submanifold of matrix-valued rational functions of fixed McMillan degree embedded in the Hardy $\mathcal{H}_2$ space and explore whether IRKA can be interpreted as a Riemannian optimization method over this manifold.
Primary authors
Prof.
Christopher Beattie
(Virginia Tech)
Prof.
Zlatko Drmač
(University of Zagreb)
Prof.
Serkan Gugercin
(Virginia Tech)
Petar Mlinarić
(Virginia Tech)
