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2000•Annales Polonici MathematiciOpen access

Pointwise approximation by Meyer-König and Zeller operators

Xiaoming Zeng, Junning Zhao

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Abstract

We study the rate of pointwise convergence of Meyer-König and Zeller operators for bounded functions, and get an asymptotically optimal estimate.

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We study the rate of pointwise convergence of Meyer-König and Zeller operators for bounded functions, and get an asymptotically optimal estimate.

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Available abstract

We study the rate of pointwise convergence of Meyer-König and Zeller operators for bounded functions, and get an asymptotically optimal estimate.

Key concepts: Mathematics, Pointwise, Pointwise convergence, Bounded function, Rate of convergence, Pure mathematics, Convergence (economics), Discrete mathematics

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