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Regularity of collections of sets and convergence of inexact alternating projections
Published 17 Jan 2015 in math.OC | (1501.04191v2)
Abstract: We study the usage of regularity properties of collections of sets in convergence analysis of alternating projection methods for solving feasibility problems. Several equivalent characterizations of these properties are provided. Two settings of inexact alternating projections are considered and the corresponding convergence estimates are established and discussed.
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