2) logarithm regression
对数回归
1.
By logarithm regression method,relation of the nonlinear regression model and concentration of carbon dioxide is founded.
利用对数回归方法建立了成品CO2浓度与提纯塔影响因素之间的非线性回归模型,经检验回归方程与回归系数均有较好的显著性。
3) Semiparametric regression
半参数回归
1.
In this paper, we derive estimators of parametric and nonparametric components in semiparametric regression model by using local polynomial fitting and LS method.
利用最小二乘局部多项式方法建立了半参数回归模型参数分量和非参数分量的局部多项式估计 ,在适当条件下 ,得到了它们的渐近正态性和最优弱收敛速
2.
This paper uses ridge estimation method to solve the potential ill-conditioned problem in semiparametric regression model.
针对半参数回归模型求解过程可能出现的法方程病态问题,提出了用岭估计原则改进半参数模型的求解。
3.
In this paper,used the kernel weight function, we obtain the parameter estimation of p-norm distribution in semiparametric regression model ,which is effective to decide the distribution of random errors.
详细推导了p已知时一元p 范分布极大似然方程的解算公式,将半参数回归模型应用到极大似然平差的参数估计理论中,得到了一个比较好的算法。
4) semi-parametric regression
半参数回归
1.
In athis paper,the strong consisenc of the parametric estimation for the semi-parametric regression is researched under the fixed design and nixing error
本文在固定设计及相依误差下获得了半参数回归模型的参数估计的强相合性。
2.
A modeling method of combined orbit determination (COD) nonlinear semi-parametric regression which associated parametric modeling with non-parametric components expression was put forward by analyzing the characteristics of COD nonlinear influencing factors.
通过对联合定轨非线性影响因素特征的分析,提出了一种参数建模与非参数分量表示相结合的联合定轨非线性半参数回归建模方法。
3.
The application of rationalized Haar wavelet in semi-parametric regression mode and non-parametric estimator,with numerical simulation added,brings out good result.
将Haar有理小波方法应用于半参数回归模型的参数与非参数估计,并进行了数值模拟,得到较好的结果。
5) logarithmic regress
对数回归法
1.
Aiming at the weight computing problem in the group analytic hierarchy process(AHP),logarithmic regress is adopted.
针对群体层次分析法的权重计算问题,采用对数回归法求解。
6) semiparametric regression model
半参数回归模型
1.
Asymptotic behavior of semiparametric regression model under missing data;
缺失数据下半参数回归模型的渐近性质
2.
Local linear smoothing to semiparametric regression model under missing response data;
缺失数据下半参数回归模型的局部线性光滑
3.
Convergence rates of M-estimates in a semiparametric regression model;
一类半参数回归模型中M估计的收敛速度
补充资料:半对数坐标
Image:11802736694318756.jpg
算术坐标系统:就是普通的笛卡儿坐标,横纵的刻度都是是等距的。(举例来说:如果每1cm的长度都代表2,则刻度按照顺序0,2,4,6,8,10,12,14……)
对数坐标:坐标轴是按照相等的指数变化来增加的,(举例来说:如果每1cm代表10的1次方增加,则坐标轴刻度依次为1,10,100,1000,10000……)
半对数坐标系统:只有一个坐标轴是对数坐标,另一个是普通算术坐标。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。