# solution of taylor series

• 泰勒级数解

## solution of Taylor series的用法和样例：

### 例句

1. An algebraic dynamical algorithm is designed by a truncation of Taylor series solution to a certain order.
在泰勒级数表示的精确解的有限项截断近似下;建立起一种新的常微分方程的数值求解方法-代数动力学算法.
2. Using this method,one isable to overcome the difficulties involved in the application of Taylor series in case where thecombined errors are not mutually independent.
该方法解决了当被合成误差不相互独立时泰勒级数公式所遇到的困难；
3. Utilizing this recursive relation can reduce greatly the number of Taylor series coefficients that need to be observed by experiments for determining the Taylor series.
利用这种递推关系大大减少了由实验确定的Taylor级数的系数个数.
4. Firstly part of quadratic term of Taylor series is chosen; a low-dimension surface is used to approximate limit state surface; and the modified reliability formula is derived.
首次选取泰勒级数的部分二次项，用一个距原点最近点处拟合的超低维曲面近似极限状态面。
5. Then we analyze hyperbolic equations solving algorithms and deduceassociated algorithm of Taylor series expansion and Least-Lquares estimation,stimulate the algorithm.
然后分析了双曲线定位方程的求解算法,推导了泰勒级数展开结合最小二乘估计联合求解算法,并对算法性能进行了仿真;