WEYL'S THEOREM FOR ALGEBRAICALLY k-QUASI- -CLASS A OPERATORS
2012
Let T be a k-quasi- -class A operator on a complex Hilbert space H if T k (|T 2 | |T | 2 )T k 0 where k is a natural number. In this paper, we prove Weyl's theorem for algebraically k-quasi- -class A operators.
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