B\'{e}zier-Baskakov-Beta type operators

Arun Kajla, Faruk \"{O}zger, Jyoti Yadav


In this study, we construct the B\'{e}zier-Baskakov-Beta type operators. We provide
elements of Lipschitz type space, a direct approximation theorem by means of modulus of continuity $\omega_{\rho^\ell}(\zeta,t)$ $(0\leq\ell\leq1)$ and approximation rate for functions having derivatives of bounded variation. We support the theoretical parts by computer graphics.


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