ON THE STATISTICAL APPROXIMATION PROPERTIES OF Q-SCHURER OPERATORS
CARMEN VIOLETA MURARU 1, VALER NIMINEŢ 2“Vasile Alecsandri” University of Bacău, Department of Mathematics and Informatics Faculty of Sciences, e-mail: carmen_7419@yahoo.com, href="mailto:valerniminet@yahoo.com">valerniminet@yahoo.com
Issue:
SSRSMI, Number 1, Volume XXI
Section:
Volume 21, Number 1
Abstract:
The results from q-Calculus theory occurs in many applications from physics, quantum theory, number theory, etc. The aim of this paper is to study some convergence properties of q-Schurer operators, in terms of statistical approximation.
Keywords:
linear and positive operators, q-Calculus, statistical convergence, Bohman-Korovkin type theorem, q-Schurer operator.
Code [ID]:
SSRSMI201101V21S01A0014 [0003416]
DOI:
Full paper:
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