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Journals / Turkish Journal of Mathematics / 2010 / Cilt: 34 - Sayı: 4

Statistical convergence of max-product approximating operators

Oktay DUMAN

Pages
501–514
DOI
—

Abstract

In this study, using the notion of statistical convergence, we obtain various statistical approximation theorems for a general sequence of max-product approximating operators, including Shepard type operators, although its classical limit fails. We also compute the corresponding statistical rates of the approximation.

Özet

In this study, using the notion of statistical convergence, we obtain various statistical approximation theorems for a general sequence of max-product approximating operators, including Shepard type operators, although its classical limit fails. We also compute the corresponding statistical rates of the approximation.

Keywords: Statistical convergence, max-product operators, Shepard operators, statistical rates

Statistical convergence of max-product approximating operators — AJIndex