This method can be used in Laplace inverse transformation to solve the response of linear time-invariant system with multiple higher-order poles.
提出了把有理分式展开为部分分式的新算法———逐项分离算法,有效地解决了在含有多重极点的情况下,传统算法需要求解高阶导数的问题。
This article presents several methods in calculating the unlimited progression,such as,extention of power progression,sequential differential and sequential differential,Fourier progression and Euler constant.
介绍了裂项相消法、利用已知的幂级数展式法、逐项微分与逐项积分法、傅立叶级数求和法和欧拉常数法这几种无穷级数的求和方法,这些方法为计算收敛数列极限提供了新的工具,使处理不同形式的极限具有更大的灵活性。
In this paper, the theorems of term-by-term integration have been studied further.
本文进一步研究了函数项级数的逐项积分定理。