@article{Özarslan_Duman_Doğru_2006, title={\(A\)-statistical convergence for a class of positive linear operators}, volume={35}, url={https://ictp.acad.ro/jnaat/journal/article/view/2006-vol35-no2-art4}, DOI={10.33993/jnaat352-842}, abstractNote={<pre>In this paper we introduce a sequence of positive linear operators</pre><pre> defined on the space \(<span>C[0,a]\)</span> \(<span>(0<a<1)\)</span> and provide an</pre><pre> approximation theorem for these operators via the concept of</pre><pre><span> \(A\)</span>-statistical convergence. We also compute the rates of</pre><pre> convergence of these approximation operators by means of the first</pre><pre> and second order modulus of continuity and the elements of the</pre><pre> Lipschitz class. Furthermore, by defining the generalization of</pre><pre><span> \(r\)</span>-th order of these operators we show that the similar</pre><pre> approximation properties are preserved on \(<span>C[0,a].\)</span></pre>}, number={2}, journal={Rev. Anal. Numér. Théor. Approx.}, author={Özarslan, M. A. and Duman, O. and Doğru, O.}, year={2006}, month={Aug.}, pages={161–172} }