一类奇异积分算子与无界连续函数逼近

On Мцракян Integral Operators and Approximation of Unbounded Continous Functions

利用扩展乘数法建立了Ｍ算子逼近全实轴上任意无界连续函数的收敛性定理，给出了具有一般性的结论，从而推广了前人的若干重要定理。

By using the method of multiplier-enlargement, establishes many convergence theorems of M integral operators to approximate any unbounded continuous functions defined on whole real axis, and gives general conclusions, therefore generalizes many important theroems of reference[3].