调和级数sum from n=1 to ∞(1/n)的两条性质

TWO PROPERTIES OF THE HARMONIC SERIES sum from n=1 to ∞(1/n)

本文利用调和级数的发散性 ,证明了调和级数的两条有趣而重要的性质 ,关于这两条性质更一般性的结论 。

Using the divergence of the harmonic series,two important and interesting properties of the harmonic series are proved.A conjecture is proposed,which is a generalization of the two properties.