交错级数审敛法的探讨

Discussion on the Convergence Method of Alternate Series

通过讨论莱布尼兹级数的性质,得到了一般交错级数审敛定理及推论,并给予证明.使交错级数敛散性的判定更加灵活多样化.

By discussing the nature of Leibniz series,the convergence theorem and corollaries of general staggered series are obtained and proved.To make the judgement of convergence and divergence of staggered series for more flexible and diversified.