摘要
借助实例介绍利用级数收敛和数列极限存在的关系并结合阿贝尔变换求数项级数和的方法、利用幂级数和傅里叶级数的和函数在某点的函数值来求数项级数和的方法、利用基本初等函数的泰勒级数公式求数项级数和的方法.
With examples, various methods for summing series are illustrated, which includes the use of the connection between series and limit, Abel transformation, the power series, Fourier series, and Taylor series of elementary functions.
出处
《高等数学研究》
2013年第3期34-36,共3页
Studies in College Mathematics
