Details:

Title	Some generic results on algebraic observability and connections with realization theory
Author(s)	Krister Forsman
Text	K. Forsman. Some generic results on algebraic observability and connections with realization theory. In J.W. Nieuwenhuis, C. Praagman, and H.L. Trentelman, editors, Proc. 2nd European Control Conf., volume 3, pages 1185--1190, Groningen, July 1993.
Type	Technical Report, Misc
Abstract	We analyze Glad/Fliess algebraic observability for polynomial control systems from a commutative algebraic/algebro-geometric point of view. Furthermore we show some relations between algebraic observability and realization theory for polynomial differential equations. Most issues are treated in a constructive framework, and we use Grobner bases for performing elimination.
Keywords	nonlinear control systems, observability, realization theory, Grobner bases, elimination theory, commutative algebra, differential algebra, genericity
File
Language	English
Year	1993
Translation	No
Refereed	No
Conferencename	European Control Conference