Title of article
Approximation of analytic functions by sequences of linear operators in the closed domain
Author/Authors
Aliev, R.A. Baku State University, Baku, Azerbaijan
Pages
7
From page
18
To page
24
Abstract
We consider the space of analytic functions in the closed domain, where convergence is a
uniform convergence in closed domain that contains the original domain strictly inside itself and prove the
theorems on the approximation and statistical approximation of functions in this space by the sequences
of linear operators
Keywords
space of analytical functions , Faber polynomials , conformal mapping , Korovkin type theorem , linear k - positive operators , statistical convergence
Journal title
Transactions Issue Mathematics, Azerbaijan National Academy of Sciences
Serial Year
2016
Full Text URL
Record number
2611099
Link To Document