Title of article
Bézier Type Kantorovich q-Baskakov Operators via Wavelets and Some Approximation Properties
Author/Authors
Savaş ، Ekrem Department of Mathematics - School of Mathematics and Statistics - U¸sak University , Mursaleen ، Mohammad Department of Medical Research - School of Mathematics and Statistics - China Medical University Hospital
From page
1
To page
14
Abstract
In this paper, we construct the Bézier variant of the operators constructed by Nasiruzzaman et al. (Iran J Sci Technol Trans A Sci 46(5):1495–1503, 2022). We use the notion of wavelets to construct Bézier type Kantorovich q-Baskakov wavelet operators. We calculate the moments and central moments and prove some approximation results for our new operators.
Keywords
Bézier basis , Baskakov operators , Kantorovich Baskakov operators , q , integer , Wavelets , Approximation , Chanturiya’s modulus of variation , Bounded variation ,
Journal title
Bulletin of the Iranian Mathematical Society
Journal title
Bulletin of the Iranian Mathematical Society
Record number
2757107
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