函数项级数的敛散性判定研究

The Study of Criterion on Convergence and Divergence of the Function Series

级数理论是微积分理论的重要组成部分,其敛散性的判别又是级数理论组成部分的重中之重,该文主要论述了函数项级数的敛散性判别,较为系统全面的给出了收敛与发散的判别法,其次还对典型的实际问题给予了解决。

Scries thcory is an important part of the calculus theory, and its criterion on convergence and divergence is the top priority of scrics theory. This article mainly discusses the criterion on convergence and divergence of the function series, and gives a comprehensive discriminance on them. Moreover, this paper also formulates solutions to some typical and practical problems.