Parametrizing all solutions of uncontrollable multidimensional linear systems
Proceedings of the 16th IFAC World Congress, Prague, July 4-8, 2005
[.pdf]
Abstract:
Using an algebraic analysis approach, we derive a necessary and sufficient
condition so that we can parametrize all solutions of a multidimensional linear system
by glueing the controllable sub-behaviour with the autonomous elements.
Effective algorithms checking this condition are obtained. This result
generalizes a result of 1-D linear systems for a class of multidimensional linear systems.
Illustrating examples are the following
Maple worksheets:
See also the Library of Examples.