
Following the study on stability of implicit multifunctions, the authors present new criteria for the Aubin Lipschitz property and the Robinson metric regularity of this class including set-valued mappings in general Banach spaces, using the Clarke subdifferential (coderivative), under the Ekeland variational principle.
Programming in abstract spaces, Banach space, Robinson metric regularity, implicit multifunction, Clarke subdifferential (coderivative), Ekeland variational principle, Aubin Lipschitz property
Programming in abstract spaces, Banach space, Robinson metric regularity, implicit multifunction, Clarke subdifferential (coderivative), Ekeland variational principle, Aubin Lipschitz property
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