Linear and positive approximation operators

Abstract The present paper deals with the approximation of Bezier variants of Baskakov-Kantorovich operators \(V_{n,\alpha}^{\ast}\) in the case \(0<\alpha<1\). Pointwise…

Abstract The paper dealswith a general class of linear positive approximation processes designed using series. For continuous and bounded functions…

Abstract Considering a general class of discrete linear positive operators, by using a one-to-one function, we associate to the class…

Abstract Starting from a general sequence of linear positive operators of discrete type we indicate a method to associate its…

Abstract The paper deals with a class of linear positive operators expressed by q-series. By using modulus of smoothness an…

Abstract In this note we spotlight the linear and positive operators of discrete type \((R_{n})_{n\geq1}\) known as Balazs–Szabados operators. We…

Abstract Starting from positive linear operators which have the capability to reproduce affine functions, we design integral operators of Kantorovichtype…

Abstract We present two general sequences of positive linear operators. The first is introduced by using a class of dependent…

Abstract The paper aims to study two classes of linear positive operators representing modifications of Picard and Gauss operators. The…

Abstract This paper aims to highlight classes of linear positive operators of discrete and integral type for which the rates…