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On Symbolic Approaches to Integro-Differential Equations

Identifieur interne : 000017 ( France/Analysis ); précédent : 000016; suivant : 000018

On Symbolic Approaches to Integro-Differential Equations

Auteurs : François Boulier [France] ; François Lemaire [France] ; Markus Rosenkranz [Royaume-Uni] ; Rosane Ushirobira [France] ; Nathalie Verdière [France]

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RBID : Hal:hal-01367138

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Abstract

Recent progress in computer algebra has opened new opportunities for the parameter estimation problem in nonlinear control theory, by means of integro-differential input-output equations. This paper recalls the origin of integro-differential equations. It presents new opportunities in nonlinear control theory. Finally, it reviews related recent theoretical approaches on integro-differential algebras, illustrating what an integro-differential elimination method might be and what benefits the parameter estimation problem would gain from it.

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<div type="abstract" xml:lang="en">Recent progress in computer algebra has opened new opportunities for the parameter estimation problem in nonlinear control theory, by means of integro-differential input-output equations. This paper recalls the origin of integro-differential equations. It presents new opportunities in nonlinear control theory. Finally, it reviews related recent theoretical approaches on integro-differential algebras, illustrating what an integro-differential elimination method might be and what benefits the parameter estimation problem would gain from it.</div>
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