Quantitative Characterizations of Regularity Properties of Collections of Sets in Hilbert Spaces.

ABSTRACT:

Quantitative characterizations of regularity properties of finite collections of sets will be discussed with the focus on uniform regularity of collections of sets in the Hilbert space setting having in mind applications to convergence analysis of projection algorithms. Primal and dual characterisations of regularity will be presented in terms of certain regularity constants. The relationships between the constants (and the properties) will be demonstrated.

Date: Dec 02, 2015 at 16:30 h
Venue: Sala de Seminarios John Von Neumann CMM, Torre Norte, Piso 7, Beauchef 851.
Speaker: Alexander Kruger
Affiliation: Centre for Informatics and Applied Optimization, Faculty of Science and Technology, Federation University Australia.
Coordinator: Abderrahim Hantoute.
Abstract:
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Posted on Nov 24, 2015 in Seminars