Field theory is a more or less coherent approach in the social sciences whose essence is
the explanation of regularities in individual action by recourse to position vis-à-vis others …

Flat systems, an important subclass of nonlinear control systems introduced via differential-
algebraic methods, are defined in a differential geometric framework. We utilize the infinite …

In this paper a model reference-based adaptive parameter estimator for a wide class of
hyperbolic distributed parameter systems is considered. The proposed state and parameter …

This paper addresses systems of linear functional equations from an algebraic point of view.
We give an introduction to and an overview of recent work by a small group of people …

Motion planning and control of a boundary controlled quasilinear parabolic partial
differential equation in one spatial variable is considered. The approach relies on a flatness …

Within a constructive homological algebra approach, we study the factorization and
decomposition problems for a class of linear functional (determined, over-determined, under …

Systèmes linéaires sur les opérateurs de Mikusinski et commande d\'une poutre flexible Page 1
ESAIM: Proceedings Elasticit e, Visco elasticit e et Contr^ole Optimal Huiti emes Entretiens du …

In drilling operation, a wide variety of oscillations causing failures often arise. Torsional
vibrations (stick-slip) are originated by the cutting device (bit) motion, these vibrations in turn …

1. Introduction Page 1 ESAIM: Control, Optimisation and Calculus of Variations URL: http://www.emath.fr/cocv/
September 1998, Vol. 3, 315{321 TRACKING CONTROL OF A VIBRATING STRING WITH …

An introduction to constructive algebraic analysis and its applications Page 1 Journées
Nationales de Calcul Formel Rencontre organisée par : Jean-Guillaume Dumas, Grégoire …