代数多项式对可微函数的一般保形同时逼近

On General Conformal Simultaneous Approximation of Differentiable Functions by Algebraic Polynomials

应用带Hermite约束条件联立逼近的结果 ,讨论了有限区间上可微函数借助于代数多项式的一般保形同时逼近 。

In this paper,by using the result about the simultaneous polynomial approximation with Hermite interpolatory side conditions,we discuss general conformal simultaneous approximation of differentiable functions and obtain some results.