Statistical approximation properties of Kantorovich operators based on q-integers


Cristina Radu


Abstract

creative_2008_17_2_089_098_abstract

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creative_2008_17_2_089_098

In this paper we present two new generalizations of Kantorovich operators based on q-calculus. With the help of Bohman-Korovkin type theorem we obtain some statistical approximation properties for these operators. Also, by using the modulus of continuity, the statistical rate of convergence is established.

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Author(s)

Radu, Cristina