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Article dans une revue Applicable Analysis Année : 2014

Subdifferential characterization of s -lower regular functions

Résumé

As for Moreau envelopes of primal lower nice as well as prox-regular functions, Moreau s-envelopes of s-lower regular functions have been proved recently to have several remarkable differential properties and to have many important applications. Here, we provide a subdifferential characterization of extended real-valued s-lower regular functions on Banach spaces in terms of a hypomonotonicity-like property of the subdifferential.
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Dates et versions

hal-02072919, version 1 (19-03-2019)

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I. Kecis, L. Thibault. Subdifferential characterization of s -lower regular functions. Applicable Analysis, 2014, 94 (1), pp.85-98. ⟨10.1080/00036811.2013.878970⟩. ⟨hal-02072919⟩
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Dernière date de mise à jour le 25/06/2024
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