Bezier type curves generated by some class of positive linear operators

In this paper, we will consider the Bezier type curves in which the fundamental Bernstein basis will be replaced with other function sequences. For ´ all the applications the graphic representation will be done for the same ordinates of the control points. In the first example, we consider Bezier type ´ curves generated by fundamental Bernstein polynomials and ”classical” nodes xm,k = k m and also with ”changed ” nodes ym,k = p k(k + 1) m , where m = 3 and k ∈ {0, 1, 2, 3}. In the second example, we consider Bezier type curves generated by fundamental Bleimann-Butzer-Hahn ´ polynomials and ”classical ” nodes xm,k = k m + 1 − k and also with ”changed ” nodes ym,k = p (m2 − 1)k m2(m + 1 − k) , where m = 3 and k ∈ {0, 1, 2, 3}. In each example, the ”classical ” and ”changed ” points are ”close”. The obtained curves in each example are plotted in the same figure.