On the construction of q-analogues for some positive linear operators

Şimşek, Ersin; Tunç, Tuncay

doi:10.2298/fil1713287s

Filomat

2017

DOI: 10.2298/fil1713287s

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On the construction of q-analogues for some positive linear operators

Ersin Şimşek¹,

Tuncay Tunç²

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2020

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The $q$ -Chlodowsky and $q$ -Szasz-Durrmeyer Hybrid Operators on Weighted Spaces

Çiçek

Izgi

2020

Journal of Mathematics

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The main aim of this article is to introduce a new type of q -Chlodowsky and q -Szasz-Durrmeyer hybrid operators on weighted spaces. To this end, we give approximation properties of the modified new q -Hybrid operators. Moreover, in the weighted spaces, we examine the rate of convergence of the modified new q -Hybrid operators by means of moduli of continuity. In addition, we derive Voronovskaja’s type asymptotic formula for the related operators.

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The $q$ -Chlodowsky and $q$ -Szasz-Durrmeyer Hybrid Operators on Weighted Spaces

Çiçek

Izgi

2020

Journal of Mathematics

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On the construction of q-analogues for some positive linear operators

Cited by 1 publication

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The $q$ -Chlodowsky and $q$ -Szasz-Durrmeyer Hybrid Operators on Weighted Spaces

The $q$ -Chlodowsky and $q$ -Szasz-Durrmeyer Hybrid Operators on Weighted Spaces

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On the construction of q-analogues for some positive linear operators

Cited by 1 publication

References 0 publications

Theq-Chlodowsky andq-Szasz-Durrmeyer Hybrid Operators on Weighted Spaces

Theq-Chlodowsky andq-Szasz-Durrmeyer Hybrid Operators on Weighted Spaces

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The $q$ -Chlodowsky and $q$ -Szasz-Durrmeyer Hybrid Operators on Weighted Spaces

The $q$ -Chlodowsky and $q$ -Szasz-Durrmeyer Hybrid Operators on Weighted Spaces