关于一个Bernstein型插值过程收敛阶的点态估计

On an Estimation of Convergence Order of a InterpolationProcess of Bernstein Type

研究了Bernstein插值多项式P_n(f;x)对(x)∈C_[-1,1](0≤ j≤1)连续函数类的逼近阶,在连续状态下给出了点态的逼近阶。

The convergence order of a new polynomial operator Pn(f;x) that approximate to f(x) Ci[-1,1] (0 <j<1) is studied. The convergence order relative to dots is obtained.