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These results in turn are relevant for some remarkable classes of operators.
After that many authors extended this result to many other classes of operators.
The class of monotone operators is one of the most important classes of operators.
The fieldwork revealed interesting features of the mental models of the two classes of operators.
It is interesting to study whether Stampli's result holds for other larger classes of operators.
Bercovici, Foias, and Pearcy have defined a decreasing sequence of classes of operators, An, 1 ⩽ n < ℵ0.
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Remark 1.2 A class of operators closely related to the class of accretive operators is the class of dissipative operators.
Extension theorems for the class of operators with this essential uniqueness property are studied.
On the other hand, another very important class of operators is that composed of potential operators.
A unified framework for the study of this class problem and class of operators is provided.
Also, Mecheri [7] introduced a new class of operators called quasi-∗-paranormal operators.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com