摘要
对已有交错级数的敛散性的判别法加以了综合、比较,结合交错级数自身的特性,给出了交错级数敛散性的一个判别模式.当要判断一个交错级数的敛散性时,该模式提供了一个比较好的参考,可以对问题的解决达到事半功倍的效果.
Series convergence of the mathematical analysis of discriminance is an important teaching material, and interlock series is a kind of special and important series. On the current existing discriminance,aimed to provide students with good ideas, a judgment mode of convergence or divergence of interlock series has been set out after comparison and analysis. When a interlock series of convergence need to determine, the model provides a good reference for the settlement of the issue can be enhanced to achieve results.
出处
《成都大学学报(自然科学版)》
2008年第4期300-303,共4页
Journal of Chengdu University(Natural Science Edition)
关键词
交错级数
收敛
发散
莱布尼茨判别法
判别模式
interlock series
convergence
divergence
Leibniz discrimination
judgment mode