1.
Empirical Bayes Analysis for the Parameter of Parteo for Distribution underφ-mixing Random Samples
φ混合样本下帕累托分布参数的经验贝叶斯分析
2.
Asymptotic Properties for a Class of Functionals Statistic under Φ-Mixing Saples;
Φ-混合样本下一类统计泛函的渐近性质
3.
Empirical Likelihood Confidence Regions of Regression Coefficient in Quantile Regression Models under Φ-Mixing Samples;
Φ-混合样本下分位数回归模型回归系数的经验似然置信区域
4.
Φ-mixing and Weakly Φ-sensitivity of Shift Maps on the Inverse Limit Spaces
逆极限空间上移位映射的Φ-混合和弱Φ-敏感
5.
Fixed Point Theorem of φ Concave Monotone Operator
φ凹混合单调算子(-φ凸反向混合单调算子)不动点定理
6.
THE Hájeck-Rènyi INEQUALITY FOR φ-MIXING SEQUENCES;
φ-混合序列的Hájeck-Rènyi不等式
7.
Expirical Likelihood for Partially Linear Models under Φ-Mixing Error;
Φ-混合误差下部分线性模型的经验似然
8.
Linear Empirical Bayes Estimation for Strongly Stationary Φ- mixing Dependent Sequence and Its Application;
强平稳Φ－混合序列下的线性经验Bayes估计及应用
9.
Complete Convergence for Weighted Sums of Sequences of φ-Mixing Random Variables
φ-混合随机变量序列加权和的完全收敛性
10.
Ishikawa and Mann Iterative Approximations with Random Mixed Errors of Fixed Points for φ Strongly Accretive Mappings and φ Hemicontractive Mappings;
φ-半压缩算子不动点和φ-强增生算子方程解的带随机混合型误差的迭代逼近
11.
Study of the Effects of Mixing on Low-Temperature Diesel Combustion Based on CO-φ-T Map
基于CO-φ-T图研究混合速率对柴油低温燃烧的影响
12.
Bahadur Representation of the Sample Quantile Estimator under ρ-mixing Sample
ρ-混合样本下VaR样本分位数估计的Bahadur表示
13.
The examination of DNA sensitivity in mixed sample;
两个体混合样本比例的PCR-STR检测研究
14.
Methods The criterion of mean square error (MSE) was used to determine the pool size and the number of pools.
方法 以均方误差达到预定精度要求为准则,确定混合样本大小与混合样本量。
15.
Bahadur Representation and Asymptotic Normality of the Estimator under p-Mixing Sample;
p-混合样本下VaR估计的Bahadur表示及其渐进正态性
16.
Uniformly Asymptotic Normality of the Regression Weighted Estimator for (?)-mixing Samples;
（？）-混合样本下回归权函数估计的一致渐进正态性
17.
Empirical Bayes Two-sided Test for the Parameter of Pareto Distribution under α-Mixing Random Samples
α-混合样本下Pareto分布参数的经验Bayes双边检验
18.
The maps phi and psi which are introduced here are examples of "isogenies".
本节引入的映射φ和ψ是“同源”的实例。