Quasi-Nilpotent Operators on Locally Convex Spaces

Abstract

In this article we extend the notion of quasi-nilpotent equivalent operators, introduced by Colojoara and Foias \cite{co1} for Banach spaces, to the class of bounded operators on sequentially complete locally convex spaces.

References in corpus (2)

• Spectral Radii of Bounded Operators on Topological Vector Spaces
• A Functional Calculus for Quotient Bounded Operators