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Berger-Shaw inequalityfor n-Power quasinormal and w-hyponormal operators
(2014)
Every reducible operator can be decomposed into normal and completely non-normal operators. Unfortunately, there are several non normal operators which are irreducible. However, every operator whose self-commutator is ...
1-Power normal and 1-Power quasinormal operators
(2014)
In this paper, 1-Power normal and 1-Power quasinormal operators are introduced. Amongst other results, it is proved that, 1-Power normal operators have translation invariant property and that, if any operator and its adjoint ...
An Interplay Between n-Power quasinormal and w-Hyponormal operators
(2014)
In this monograph, via Aluthge transformations, it is proved that every n-Power normal operator is normaloid and through paranormality, w-hyponormal operators are shown to be indepedent from n-Power normal, hence from ...