1)ridge regression岭回归
1.Simultaneous Determination of Iron and Platinum by Ridge Regression Atomic Absorption Spectrophotometry;岭回归原子吸收光谱法同时测定Fe和Pt
2.Simultaneous Determination of Lead and Palladium by Atomic Absorption Spectrophotometric and Ridge Regression;岭回归原子吸收光谱法同时测定铅和钯
3.Modified nonlinear ridge regression with optimal ridge parameter and its application to 4-CBA soft sensor;优化岭参数的非线性岭回归及4-CBA含量软测量
英文短句/例句
1.Ridge Regression Estimation for Ill-conditioned Systems of Multicomponent Spectrophotometric Determination多元光度测定病态系统的岭回归估计
2.Modeling of Ship Manoeuvring Motion Based on Ridge Regression基于岭回归方法的船舶操纵运动建模
3.Estimation of state of football based on ridge regression一种基于岭回归的足球状态估计方法
4.Ln this paper, the general form of ridge regression by obtaining. The explicit solution is founel to depend upon certain limit/ convergence far generalized Ridge Regression.本文给出了广义岭回归估计的一般形式，通过极限方法给出了广义岭回归估计的一个精确解。
5.The application of ridge analysis to the study of managerial scale of citrus.岭回归分析在柑桔经营规模研究中的应用
6.Analysis of Factors Influencing Rural-Urban Land Conversion Based on Ridge Regression;基于岭回归的农地城市流转影响因素分析
7.Simultaneous Determining Concentration of Three Components in Passivating Solution by Ridge Regression Spectrophotometry;岭回归法测定钝化液中三组分含量的研究
8.Researching SAS program of ridge regression with in an example;SAS6.11版岭回归分析程序设计及其实例分析
9.Ridge Regression Study of Restrainment of Bone Marrow in Cancer Patients with Chemotherapy Regimens and Antitumor Drugs抗肿瘤药与化疗患者骨髓抑制多元岭回归分析
10.Nonlinear Systems Identification Based on Kernel Ridge Regression and Its Application基于核岭回归的非线性系统辨识及其应用
11.APPLICATION OF RIDGE REGREESSION ANALYSIS TO THE DETERMINATION OF PARACETAMOL AND COFFEINE OF SUXIAO SHANG FENGCAPSULES岭回归分析法同时测定速效伤风胶囊中扑热息痛和咖啡因的含量
12.Research on model of technology innovation capability evaluation of enterprisebase on ridge regression;基于岭回归方法的企业技术创新能力评价模型研究
13.Multi-factors Empirical analysis of health demands in china--Based on Ridge Regression;影响我国医疗卫生需求的多因素实证分析——基于岭回归法
14.A Ridge Regression Analysis on the Relationship between Dietetic Factors and Serum Lipids among Urban Residents膳食因素与城市居民血脂水平关系的岭回归分析
15.Ridge Regression Theory is Applied for Accelerate Socialist New Rural Economic Development: Example for xx Town Nanchong City岭回归建模分析针对促进社会主义新农村经济发展的应用——以四川省南充市xx区为例
16.Ridge Estimate on Moore-Penrose Inverse Matrix of Generalized Linear Regression Model广义线性回归模型的Moore-Penrose逆阵岭估计
17.Returning to the Origin:Looking Back to the Theory and Practice of Early Lingnan Architectural School回归本源——回顾早期岭南建筑学派的理论与实践
18.Linear Regression Model Ridge Trace Selection Procedure and Application Research线性回归模型岭迹选择主元方法及应用研究
相关短句/例句
ridge regression岭回归法
1.Simultaneous detection of o-dihydroxybenzene、 m-dihydroxybenzene、p-dihydroxybenzenes by ridge regression;岭回归法同时测定邻、间、对苯二酚
2.Multi-factors Empirical analysis of health demands in china——Based on Ridge Regression;影响我国医疗卫生需求的多因素实证分析——基于岭回归法
3.The ridge regression method is applied to impedance inversion.应用岭回归法对波阻抗反演进行了理论和应用研究。
3)Kernel ridge regression核岭回归
1.Kernel ridge regression-based nonlinear internal model control基于核岭回归的非线性内模控制
2.Improving the linear ridge regression by using the kernel function which meets the Mercer\'s condition,a novel nonlinear kernel ridge regression based on directly optimization was proposed.利用满足Mercer条件的核函数改进线性岭回归算法,提出一种新的直接优化的非线性核岭回归算法。
4)ridge regression analysis岭回归分析
1.Influential factors of behavioral problems for 2-year-old children in Putian city by ridge regression analysis;莆田市2岁儿童行为偏离危险因素的岭回归分析
2.Through the independent variable obtained from the ridge trace curve of ridge regression analysis, a prediction model for open-flow capacity is established.通过岭回归分析的岭迹曲线确定独立变量的表现形式,建立了该气层的无阻流量的预测模型。
3.<Abstrcat>Based on multi-factor orthogonal designed field experiment,the ridge regression models of seed yield components and seed yield of the 6 grass species are founded through ridge regression analysis with big samples. 采用多区组多因素正交试验设计,通过大样本岭回归分析求出6种禾本科牧草种子产量因子与产量的岭回归模型。
5)Generalized ridge regression广义岭回归
6)rigid regression estimation岭回归估计
延伸阅读
岭回归分子式：CAS号：性质：在回归分析中，用一种方法改进回归系数的最小二乘估计后所得的回归。在多元回归方程中，用最小二乘估计求得的回归系数声尽管是其真值β=(β0,β1,···βp)1的无偏估计，但若将与β分别看成p+1维空间中两个点的话，它们之间的平均距离E(—β)1(-β)(称为均方差)仍可能很大，为减小此均方差，用(k)=(X′X+KI)-1X′Y去代替2，称(K)为β的岭回归估计。其中X为各变量的观测值所构成的一个n×(p+1)阶矩阵，Y是随机变量的观测值组成的n维向量，I为p+1阶单位阵，K是与未知参数有关的参数，选择它使E{[(K)-β]1[(K)-β]}达到最小。
