Title of article :
Matrix Summability Methods on The Approximation of Multivariate q-MKZ Operators
Author/Authors :
Aktuglu, Huseyİn Eastern Mediterranean University - Faculty of Arts and Sciences - Department of Mathematics, Turkey , Özarslan, M. ALİ Eastern Mediterranean University - Faculty of Arts and Sciences - Department of Mathematics, Turkey , Duman, Oktay TOBB Economics and Technology University - Faculty of Arts and Sciences - Department of Mathematics, Turkey
Abstract :
In this paper, a q-based generalization of Meyer-K onig and Zeller (MKZ) operators in several variables are introduced. A Korovkin-type approximation theorem via A-statistical convergence is obtained and their various A-statistical approximation properties are investigated when A is any non-negative regular summability matrix.
Keywords :
A , statistical convergence , positive linear operators , Meyer , König and Zeller Operators , Korovkin , type approximation theorem , modulus of continuity , q , integers
Journal title :
Bulletin of the Malaysian Mathematical Sciences Society
Journal title :
Bulletin of the Malaysian Mathematical Sciences Society
