Additional Information
| Author(s) | Bărbosu, Dan, Pop, Ovidiu T |
|---|
The Voronovskaja theorem for some Stancu-type operators
Ovidiu T. Pop ♦ Dan Barbosu
Abstract
creative_2009_18_1_057_064_abstractOne obtains the Voronovskaja theorem for the Kantorovich-Stancu, Stancu-Kantorovich and Durrmeyer-Stancu operators, the convergence and the evaluation of the rate of convergence in terms of the ?rst order modulus of smoothness for these operators.
Recently posted
-
Solving Fractional Gas Dynamic Equations with the Pythagorean Fuzzy Laplace Transform Iterative Method
-
On Brousseau Sums of Tetranacci Numbers
-
Differential subordination of harmonic means of analytic functions
-
A Study On Roman Domination in Deg-centric Graphs
-
On minimal and mean spaces
-
Fixed points and convergence results in ordered hyperbolic spaces for monotone Suzuki mean nonexpansive mappings
-
Impulsive Integro-Differential Equations via Densifiability Techniques
-
On Strictly Convex Linear Metric Spaces
-
Sharp estimates of second and third-order Hankel determinants for a certain class of analytic functions related to exponential function using Hohlov operator
-
Rainbow Dominator Coloring of Some Cycle Related Graphs