Local spectral theory for operators R and S satisfying RSR = R^2

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Local spectral theory for operators R and S satisfying RSR = R^2

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Title: Local spectral theory for operators R and S satisfying RSR = R^2
Author: Aiena, Pietro; González, Manuel
Abstract: We study some local spectral properties for bounded operators R, S, RS and SR in the case that R and S satisfy the operator equation RSR =R^2. Among other results, we prove that S, R, SR and RS share Dunford's property (C) when RSR = R^2and SRS =S^2
URI: http://hdl.handle.net/10662/8999
Date: 2016


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