Mathematical Techniques for Nonlinear System Theory.
Abstract
The main topic of research concerned various algebraic characterizations of F mod G invariant subspaces in linear systems. Module-theoretic characterizations of these subspaces were obtained which showed among other results, that a module structure can be defined maximally on the ratio of V to R where V is the maximal F mod G invariant subspace contained in the Kernal of H and R is the analogous maximal reachability subspace. A final solution of the so-called partial realization problem was obtained. (Author)
Document Details
- Document Type
- Technical Report
- Publication Date
- May 01, 1979
- Accession Number
- ADA078715
Entities
People
- E. Emre
- R. E. Kalman
Organizations
- University of Florida