On Cauchy Principal Value of Intergral with Kernel Density Having Infinitely Discontinuous Points
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摘要:
讨论在实轴上核密度具有无穷个间断点的Ｃａｕｃｈｙ主值积分的性质，在一定条件下，得到了一些结果。
Abstract:
The Cauchy principal value of intergral with a Kernel density having infinitely discontinuous points on the real axis was discussed. Under certain condition,some results were obtained.
