关于扩展的Bernstain插值多项式

On the Interpolation Process by Bernstein Polynomials of Multiplier - Eulargement

本文将[2]中介绍的方法应用于以第二类Chebyshev多项式的零点为插值结点的S.N.Bemtein型插值多项式算子.文中证明了使其逼近无界连续函数的收敛性,并给出了在一点处的收敛阶.

In this paper, the convergency and convergence order of interpolation process by Bernstein plynomials of multiplier-enlargement with zeros of the chebyshev polynomial of se-cond kind is considered. The main results are concluded as theorem 1 and 2.