| 1. | Simultaneous confidence region
同时可信度区限 |
| 2. | Empirical likelihood ratio confidence regions for mean under strongly stationary m dependent samples
相依样本下均值的经验似然比置信区间 |
| 3. | Empirical likelihood ratio confidence regions with a nuisance parameter for dependent samples
相依样本下带有讨厌参数的经验似然比置信区域 |
| 4. | Simultaneous confidence region of parameters for weibull distribution under fix - time censored test
分布定时截尾寿命试验参数的近似联合置信域 |
| 5. | After coordinate transformation , we can get the approximate confidence region of parameters in virtue of the approximate expression of e
然后利用坐标变换，借助e ~ x的近似式，用数值方法求解获得参数的近似置信域。 |
| 6. | By the two - step - method , which is given in this paper , we can obtain the associated approximate confidence region of parameters
在获得的近似置信区间的前提下，得到给定下的近似置信区间，最终获得，的近似置信域。 |
| 7. | Abstract : in this paper , empirical euclidean likelihood ratio statistics are constructed for parametric components in a partly linear model , and its theory asymptotic confidence regions are constructed for parametric components in a partly linear model
文摘:构造了部分线性模型参数的经验欧氏似然比统计量，并讨论了它的极限分布，由此可构造部分线性模型参数的渐近置信域 |
| 8. | In this paper , we first reconstruct a second order polynomial surface to approximate the original point model in the local area of each point , which is then restricted within a so - called - confidence region , producing a - surfel
摘要在每个点附近重建一个二次多项式函数曲面逼近原点模型，并根据逼近误差将每个重建曲面限制在称为置信邻域的范围内，从而形成一个面元。 |
| 9. | In this paper , we study the type - i life test of lognormal , normal and weibull distributions with large numbers of samples , get the approximate confidence regions of the parameters , and do many stochastic simulations on the theoretical basis with computer
本文研究了大样本定时截尾寿命试验下对数正态分布、正态分布和weibull分布参数的近似置信域，并在理论基础上进行随机模拟。 |
| 10. | Recently , when a . dmitrienko ( 2000 ) [ 5 ] constructed the sequential confidence regions for maximum likelihood estimates , they put forward a new asymptotic property : bounded cost of ignorance , that is lim ( en ( d ) - n ( d ) ) < . it ' s an asymptotic property which is worthy of consideration
最近， a . dmitrienko ( 2000 )在构造极大似然估计的序贯置信区域时，提出了一个新的渐近性质：未知代价的有界性( boundedcostofignorance ) ，即这是一个很值得考虑的渐近性质。 |
