Talks and Poster Presentations (with Proceedings-Entry):
M. Deistler, T. Ribarits:
"Parametrizations of linear systems by data driven local coordinates";
Talk: 39th IEEE Conference on Decision and Control,
Orlando, Florida;
2001-12-04
- 2001-12-07; in: "Proceedings of the CDC2001 conference on decision and control",
(2001),
4754
- 4759.
English abstract:
Some properties of data driven local coordinates (DDLC) as introduced in (Wolodkin et al., 1997) and (McKelvey and Helmersson, 1999) are derived. First we briefly introduce the parametrization by DDLC
and echelon and Ober balanced canonical forms. Then the special case s=m=n=1 is discussed in detail: geometrical, topological and numerical properties are examined. Finally, new geometrical and topological results for DDLC in the case of general McMillan degree n and arbitrary input and output dimensions are given.
Created from the Publication Database of the Vienna University of Technology.