1·A hardware realizing method is proposed in this paper which is based on piecewise approximating.
本文提出了一种采用分段逼近的预失真硬件实现方法。
2·By approximating the nonlinear chaotic system with a t s fuzzy model, the nonlinear chaotic system is fuzzed into a local linear model.
采用模糊动态模型逼近非线性混沌系统，将非线性混沌系统模糊化为局部线性模型。
3·It also gives a construction approach for approximating the probability density function of activity duration, which will facilitate the computer simulation of the PERT diagram.
本文还给出了一种简练的函数构造法，用该方法构造的函数能较好地逼近活动工期概率密度函数，方便了对计划网络图的计算机仿真运算。
4·The multi-peak distribution of signal analysed by multiplex fitting approximating method is also discussed in the paper.
文中还讨论用多次拟合逼近法对雾粒多峰分布的信号进行分析的方法。
5·Combined model on the basis of the Finite Element Method and Multisurface Function was used to improve approximating precision and reliability in modelling abnormal height surface.
应用有限元法与多面函数法的加权综合模型改进拟合模型在逼近高程异常曲面时的拟合效果。