Approximation properties and q-statistical convergence of Kantorovich variant of Stancu type Lupaş operators
Gufran Malik,
Taqseer Khan,
M. Mursaleen
Abstract:We introduce Kantorovich variant of Stancu-Lupas? operators and study
convergence and qstatistical convergence properties using Korovkin theorem.
Rate of convergence is analyzed in terms of modulus of continuity, elements
of Lipschitz class and Peetre?s K-functional. Direct theorems are proved and
Voronovskaja type theorem is established. Graphical analysis of convergence
and error estimations are presented with the help of MATLAB.
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