On ideal convergence of sequences of linear operators in the space of analytic functions

Authors :: Nursel Çetin
Source :: Filomat. 30:241-251
Publication Year :: 2016
Publisher :: National Library of Serbia, 2016.
Abstract: We investigate the problem of ideal convergence of the sequences of linear operators without the properties of k-positivity in the space of analytic functions in a bounded simply connected domain of complex plane.

Subjects :: Dominated convergence theorem
Pure mathematics
Weak convergence
General Mathematics
Uniform convergence
Mathematical analysis
Analytic capacity
Operator theory
Modes of convergence
Compact convergence
Mathematics
Analytic function

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