Analytically Riesz operators and Weyl and Browder type theorems
Enrico Boasso
TL;DR
This paper characterizes spectra of analytically Riesz operators and establishes Weyl and Browder type theorems for this class, advancing spectral theory understanding.
Contribution
It provides new spectral characterizations and proves Weyl and Browder theorems specifically for analytically Riesz operators.
Findings
Spectral characterizations of analytically Riesz operators
Proofs of Weyl and Browder type theorems for these operators
Enhanced understanding of spectral properties in operator theory
Abstract
Several spectra of analytically Riesz operators will be characterized. These results will led to prove Weyl and Browder type theorems for the aforementioned class of operators.
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Taxonomy
TopicsHolomorphic and Operator Theory · Spectral Theory in Mathematical Physics · Approximation Theory and Sequence Spaces