Quantitative Stability of a Generalized Equation

Quantitative Stability of a Generalized Equation

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Article ID: iaor2014201
Volume: 160
Issue: 1
Start Page Number: 90
End Page Number: 110
Publication Date: Jan 2014
Journal: Journal of Optimization Theory and Applications
Authors: ,
Keywords: electronics
Abstract:

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.

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