Quantitative Stability of a Generalized Equation
Résumé
The paper is devoted to the study of several stability properties (such as Aubin/Lipschitz-like property, calmness and isolated calmness) of a special non- monotone generalized equation. The theoretical results are applied in the theory of non-regular electrical circuits involving electronic devices like ideal diode, practical diode, and diode alternating current.
Origine : Fichiers produits par l'(les) auteur(s)
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