
doi: 10.3390/math9131547
In the present paper, we give an operator with the help of a generalization of Boas–Buck type polynomials by means of Gamma function. We have approximation properties and moments. The rate of convergence is given by the Ditzian–Totik first order modulus of smoothness and the K-functional. Furthermore, we obtain the point-wise estimations for this operator.
Boas–Buck type polynomials, analytic functions, Gamma function, Szász operators, QA1-939, Mathematics, rate of convergence
Boas–Buck type polynomials, analytic functions, Gamma function, Szász operators, QA1-939, Mathematics, rate of convergence
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