BibTeX
@MISC{Pommaret00equivalencesof,
author = {J.F. Pommaret and A. Quadrat},
title = {Equivalences of Linear Control Systems},
year = {2000}
}
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Abstract
We show how homological algebra and algebraic analysis allow to give various notions of equivalence for linear control systems which do not depend on their presentations and therefore preserve their structural properties.
Citations
| 189 | An Introduction to Homological Algebra - ROTMAN - 1979 |
| 146 | Paradigms and Puzzles in the Theory of Dynamical Systems - Willems - 1991 |
| 115 | Introduction to Commutative Algebra and Algebraic Geometry, Birkhäuser - KUNZ - 1985 |
| 53 | State-space and multivariable theory - Rosenbrock - 1970 |
| 27 | Algebraic analysis of linear multidimensional control systems - Pommaret, Quadrat - 1999 |
| 25 | Algebraic Study of Systems of Partial Differential Equations, Mémoires de la Société Mathématique de France 63 - KASHIWARA - 1995 |
| 15 | A functorial approach to the behaviour of multidimensional control systems - Pommaret, Quadrat |
| 13 | Analyse algébrique des systèmes de contrôle linéaires multidimensionnels - Quadrat - 1999 |
| 8 | A formal theory of matrix primeness - WOOD, ROGERS, et al. - 1998 |
