Titlebook: Analysis and Optimization of Systems; A. Bensoussan,J. L. Lions Conference proceedings 1988 Springer-Verlag Berlin Heidelberg 1988 Trend.a

painkillers

Oafishness

Duality for linear time invariant finite dimensional systems,This note is an elaboration and expansion of results in [1] where we introduced the notion of dual linear system. We briefly compare our notion with that of Fuhrmann as introduced in [2].

违法事实

daredevil

State space realizations of nonlinear systems defined by input-output differential equations,In this paper we present an algorithm for finding, if possible, a state space representation of an input-output map described by a differential equation in the inputs and outputs. The proposed approach is constructive. Particular attention is paid to the case of bilinear systems.

烤架

Sur quelques problemes concernant les systemes lineaires generalises,La théorie des espaces vectoriels différentiels fournit des réponses élémentaires à divers problèmes concernant les systèmes linéaires, stationnaires ou non, à paramètres localisés ou répartis.

品尝你的人

Two sufficient conditions for dynamic feedback linearization of nonlinear systems,We address the problem of transforming a nonlinear multi-input system into a linear controllable one via dynamic state feedback and (extended) state space diffeomorphism. We give sufficient conditions for two classes of multi-input systems to be dynamic feedback linearizable.

SKIFF

山崩

TIA742

Evgeny Zaramenskikh,Alexander Oleynikestablish an optimality property of Kharitonov polynomials [1], namely that the closest point to instability over a stable box lies at one of the Kharitonov vertices. This property naturally leads to the algorithm.

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