On the Role of Interiority Notions in Convex Analysis and Optimization
Constantin Zălinescu (Octav Mayer Institute of Mathematics Iași)
Abstract: It is well known that in finite dimensions, in order to get the formulae for the subdifferentials and conjugates of functions obtained by operations which preserve convexity or for getting strong duality results, the sufficient conditions are expressed by using the relative interiors of the domains of the involved functions.
In the infinitely dimensional case, several interiority notions are used: the algebraic (relative) interior, the quasi (relative) interior and mixtures of these. It is the aim of our talk to discuss the advantages and limitations of these notions.
optimization and control
Audience: learners
Comments: The address and password of the zoom room of the seminar are sent by e-mail on the mailinglist of the seminar one day before each talk
One World Optimization seminar
Series comments: Description: Online seminar on optimization and related areas
The address and password of the zoom room of the seminar are sent by e-mail on the mailinglist of the seminar one day before each talk
| Organizers: | Sorin-Mihai Grad*, Radu Ioan Boț, Shoham Sabach, Mathias Staudigl |
| *contact for this listing |