|Title||STATISTICAL CONVERGENCE AND SOME QUESTIONS OF OPERATOR THEORY|
|Publication Type||Journal Article|
|Year of Publication||2015|
|Authors||GÜRDAL MEHMET, YAMANCI ULAS|
|Journal||Dynamic Systems and Applications|
|AMS Subject Classification||47B10, 47B35|
We use the concepts of statistical convergence and Berezin symbols for solving of some problems of operator theory. Namely, we prove that under some conditions the weak statistical limit of compact operators is compact. We also use statistical convergence for the solving of similar problem for the sequence of operators from Schatten-Neuman class. Some related questions are also discussed.
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