Fractional $\alpha$-Bernstein-Kantorovich operators of order $\beta$: A
new construction and approximation results
Fractional $\alpha$-Bernstein-Kantorovich operators of order $\beta$: A
new construction and approximation results
In the current article, we establish a distinct version of the operators defined by Berwal \emph{et al.}, which is the Kantorovich type modification of $\alpha$-Bernstein operators to approximate Lebesgue's integrable functions. We define its modification that can preserve the linear function and analyze its characteristics. Additionally, we construct the bivariate …