Details:

Title	Effective Algorithms for Parametrizing Linear Control Systems over Ore Algebras
Author(s)	Frederic Chyzak, Alban Quadrat, Daniel Robertz
Type	Technical Report, Misc
Abstract	In this paper, we study linear control systems over Ore algebras. Within this mathematical framework, we can simultaneously deal with different classes of linear control systems such as time-varying systems of ordinary differential equations (ODEs), differential time-delay systems, underdetermined systems of partial differential equations (PDEs), multidimensional discrete systems, multidimensional convolutional codes etc. We give e ective algorithms which check whether or not a linear control system over some Ore algebra is controllable, parametrizable, flat or pi-free.
Length	44
File
Language	English
Year	2004
Month	April
Edition	0
Translation	No
Refereed	No