CORDIS Project
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This project focuses on the properties of infinite matrices as linear operators in vector-valued spaces, examining aspects like invertibility and approximation. It aims to develop a theory for these properties and create numerical methods for solving related equations.
The aim of this project is the study of certain properties of concrete classes of infinite matrices understood as linear operators on vector-valued sequence spaces.
The properties under consideration include Fredholmness, invertibility and stable approximation of the infinite matrix at hand.
The classes of matrices studied range from the most general setting of the set of all matrices with operator entries, bounded diagonals and a certain off-diagonal decay to more specific classes with entries…
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