(Please note time is ACDT)


Seminar Abstract:

We introduce a subfamily of enlargements of a maximally monotone operator T . Our definition is inspired by a 1988 publication of Fitzpatrick. These enlargements are elements of the family of enlargements E(T) introduced by Svaiter in 2000. These new enlargements share with the ε-subdifferential a special additivity property, and hence they can be seen as structurally closer to the ε-subdifferential. For the case T = ∂f, we prove that some members of the subfamily are smaller than the ε-subdifferential enlargement. In this case, we construct a specific enlargement which coincides with the ε-subdifferential.

Host University: University of South Australia

Seminar Convener: Yalçın Kaya

How to participate in this seminar

1. Book your University’s Access Grid Room, or a university or APAC etc. Access Grid Room that you are able to use, and

2. Send an email to the seminar convener at the University of South Australia (Yalçın Kaya) to advise that you will be attending the seminar.

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