纺织高校基础科学学报Issue(1)：113-115,3.
基于扰动模型的非线性 ODE 局部影响分析
Local influence analysis of nolinear ordinary differential equations based on perturbation model
摘要
Abstract
One technique for estimating parameters of nonlinear ordinary differential equations and detecting the influential observations when the parameters being estimated was presented by introducing B-spline basis func-tions and perturbation model respectively .Generalized influential function is mentioned in the local influential a-nalysis .In the end ,the formula of generalized Cook′s distance is given ,from which we can find that the algo-rithm will reduce computational load and improve the efficiency of computing .关键词
非线性常微分方程/B样条基函数/广义影响函数/扰动模型Key words
nonlinear ordinary differential equations/B-spline basis functions/generalized influential function/perturbation model分类
数理科学引用本文复制引用
李慧慧,岳晓鹏..基于扰动模型的非线性 ODE 局部影响分析[J].纺织高校基础科学学报,2014,(1):113-115,3.基金项目
青年科学基金资助项目 （）
