关于S.N.Bernstein插值过程逼近可微函数的阶
On the Order by S.N.Bernstein Interpolation Processes to Approximate Differentiable Functions
摘要
本文研究基于第二类 Chebyshev 多项式零点的 S.N.Bernstein 插值过程F_(n+i)(f,x)遇近可微函数 f(x)的阶。
This paper studied the order by S.N.Bernstcin interpolation process F<sub>n+1</sub> （f,x） with the nodes of the second of Chebyshev polynomial to approximate differentiable functions.
参考文献2
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1A. K. Varma. On an interpolation process of S. N. Bernstein[J] 1978,Acta Mathematica Academiae Scientiarum Hungaricae(1-2):81～87
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2О. Киш. О Некоторых Интерполяционных Процессах С. Н. Бернштейна[J] 1973,Acta Mathematica Academiae Scientiarum Hungaricae(3-4):353～361
