Approximation and shape preserving properties by nonlinear Lupaş type Bernstein operators of max-product kind
摘要
A new analogue of the nonlinear Lupaş type Bernstein operators using max-product algebra and q-integers, which possess the endpoint interpolation property, is constructed. Quasi-convexity, monotonicity, and shape-preserving properties are studied. The graphs have also been added to support the theoretical results.