Home | Quick Search | Advanced Search | Bibliography submission | Bibliography submission using bibtex | Bibliography submission using bibtex file | Links | Help | Internal

Details:

   
TitleEquivalence and reduction of delay-differential systems.
Author(s) Mohamed S. Boudellioua
TypeArticle in Journal
AbstractA new direct method is presented which reduces a given high-order representation of a control system with delays to a first-order form that is encountered in the study of neutral delay-differential systems. Using the polynomial system description (PMD) setting due to Rosenbrock, it is shown that the transformation connecting the original PMD with the first-order form is Fuhrmann's strict system equivalence. This type of system equivalence leaves the transfer function and other relevant structural properties of the original system invariant.
Keywordspolynomial matrix description; neutral delay-differential systems; strict system equivalence; determinantal ideals; Gröbner bases
ISSN1641-876X; 2083-8492/e
URL http://www.degruyter.com/view/j/amcs.2007.17.issue-1/v10006-007-0002-7/v10006-007-0002-7.xml
LanguageEnglish
JournalInt. J. Appl. Math. Comput. Sci.
Volume17
Number1
Pages15--22
PublisherDe Gruyter (De Gruyter Open), Warsaw; University of Zielona G
Year2007
Edition0
Translation No
Refereed No
Webmaster