On Homogeneous Distributed Parameter Systems
Résumé
A geometric homogeneity is introduced for evolution equations in a Banach space. Scalability property of solutions of homogeneous evolution equations is proven. Some qualitative characteristics of stability of trivial solution are also provided. In particular, finite-time stability of homogeneous evolution equations is studied. Theoretical results are illustrated on important classes of partial differential equations.
Domaines
Automatique
Origine : Fichiers produits par l'(les) auteur(s)
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