Structure of elementary operators defining $m$-left invertible, $m$-selfadjoint and related classes of operators

Published 22 Jul 2020 in math.FA | (2007.11368v1)

Abstract: We use elementary algebraic properties of left, right multiplication operators to prove some deep structural properties of left $m$-invertible, $m$-isometric, $m$-selfadjoint and other related classes of Banach space operators, often adding value to extant results.

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