为了克服级数收敛缓慢的缺点，提出级数求和公式。
In order to overcome the demerit of the slowness of the series convergence, we put forward the series summation formula.
别廖兹金在实现重力规格化总梯度时采用了傅氏级数求和法。
In the implementation of the normalized total gravity gradient by Bieriozkin, the Fourier series summation technique has been adopted.
本文运用基本超几何级数求和的一个简单算法，求得一些基本超几何级数的求和公式。
By using a simple algorithm for the summation of basic hypergeometric series, summation formulas for some basic hypergeometric series are obtained.
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