| 1. | The concept is useful in assessing the large sample properties of econometric estimators .
在评价经济计量估算值的大规模抽样特征时，这是一个有用的概念。 |
| 2. | The small - sample properties of james - stein estimation
估计的小样本性质 |
| 3. | The small - sample properties of stein shrinking estimation for regression coefficient
压缩估计的小样本性质 |
| 4. | Sample property expressions
示例属性表达式 |
| 5. | The jar file contains a sample properties file suitable for editing
您所下载的jar文件中还含有一个属性文件的样本，可以对它进一步修改。 |
| 6. | Under certain condition , we demonstrate that all these estimators have some good large - sample property , mainly the asymptotical normality
在一定的条件下，说明了参数估计的大样本性质，主要是估计的渐近正态。 |
| 7. | So , the purpose of this paper concentrates on the semiparametric regression model ' s large sample property - consitency when xi are the fixed design points
因而本论文主要是研究在x _ i是固定设计情况下，此类半参数回归模型的大样本性质相合性。 |
| 8. | This dissertation consists of two parts . we discuss semiparametric regression model and semiparametric regression model under random censorship respectively . the main purpose of the paper is to study their large sample properties
本文主要分为二部分，分别讨论了半参数回归模型，随机删失半参数回归模型的大样本的性质。 |
| 9. | Since in many situations the error term is not normally distributed , it is important to know the asymptotic properties ( large sample properties ) , i . e . , the properties of ols estimator and test statistics when the sample size grows without bound
由于在很多情形下误差项可能呈现非正态分布，了解ols估计量和检验统计量的渐近性，即当样本容量任意大时的特性就是重要的问题。 |
| 10. | This paper also points out the consistency that can be generalized more than one dimension . so , we achieve the large sample property - consistency of this class of model on the fixed design . in this paper , for fixed design points xi ; under the assumption that the unknown function g is continuous function and the moment of random error exists and is finity , we discuss and show that the estimators n , gn and n2 for , g and 2 have strong consistency , p th - mean consistency for more general nonparametric weighted fuction
本论文在x ；是固定设计的情况下，假定未知函数9 （ ? ）连续，对非参数权函数的条件更为一般和基本，并对随机误差e ；的矩的要求有限，讨论并证明了在这些条件下， p ； g （ ? ）的估计量札lin （ ? ）及误差方差a ’的估计量枯相合性和叭三2 ）阶平均相合性 |
