On N-A-Metrically Equivalent and A-Metrically Equivalent Operators
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Keywords:
N-\emph{A}-Metrically equivalent operators, \emph{A}-Metrically equivalent operators, \emph{A}-normal and n-\emph{A}-normalAbstract
The study of metric equivalence of operators was covered by Nzimbi in [3] while the study of n-metric equivalence was covered by Wanjala in [5], in this study, we extend the study of metric equivalence and n-metric equivalence of operators to Semi-Hilbertian spaces and look at some their nice algebraic properties and their relation to one another in the semi-Hilbertian spaces.
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