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Admissibility of linear estimators of Bernoulli distribution mean values under matrix loss. 矩阵损失下贝努利分布均值的线性估计可容许性。
Some conclusions about the homogenous quadratic linear estimators could be found in [20][21]. 关于齐次二次型线性估计,文献[20],[21]已有了一些结论。
Qi-Guang Wu,Kazuo Noda, All admissible linear estimators in coordinatized multivariate linear models. 吴启光，杨国庆，一类正态线性模型中参数的一致最小风险同变估计的存在性，中国科学（A辑），第31卷，第10期，2001年，878-890。(2001
Lu Chang-yu, Admissibility of linear estimators in linear model with respect to a inequality restriction, Linear Algebra and Appl., to appear. 鹿长余.;随机控制、泛控制和可容许性;博士论文;吉林大学;1999
In this paper, based on some changes of the model hypothesis in [20][21], we get the necessary condition under which the quadratic linear estimators are admissible. 本文的工作是改变[20],[21]中关于线性模型假设的条件,得到了二次型线性估计是可容许估计的必要条件。
In this thesis,the admissibility and general admissibility of linear estimators in growth curve model with respect to inequality restriction are considered. 本文研究了带有不等式约束的生长曲线模型中线性估计的容许性与泛容许性问题。
For the latter,we obtain the linear estimation of the number of isolated zeros of the corresponding Abelian integral. 对于另一类得到了其相应的阿贝尔积分的孤立零点的估计。
In this paper, we consider the admissibility of linear estimates of regression coefficients in growth curve model. 本文讨论增长曲线模型回归系数的线性估计的容许性.
In this paper, we discuss the admissibility of linear estimators on general multivariate regression coefficients. The necessary and sufficient conditions for a linear estimator to be admissible among linear estimators are obtained. 讨论了一般多元回归系数线性估计的可容许性问题,得到了回归系数的线性估计可容许的充分必要条件。
The necessary and sufficient conditions for a linear estimate of random regression coefficients to be admissible in the class of homogeneous linear estimators and the class of nonhomogeneous linear estimators are established, respectively. 分别在齐次线性估计类和非齐次线性估计类中得到了随机回归系数的一个线性估计是可容许的充要条件。
We investigate the admissibility of the linear estimate of random regression coefficients under a matrix loss function in general growth curve models. 摘要本文在矩阵损失下研究了一般增长曲线模型中随机回归系数线性估计的可容许性。
The evidence was held to be inadmissible. 这个证据人们认为不能成立。
Some sufficient conditions for admissibility of an nonnegative homogeneous or nonhomogeneous linear estimator about Bernoulli distribution are obtained. 讨论了贝努利分布均值参数 p的齐次与非齐次线性估计 Ax,Ax+c在矩阵损失函数(Ax- p) (Ax- p)′,(Ax+c- p) (Ax+c- p)′下的可容许估计
Abstract: Covariance shaping least squares estimator is a new kind of linear estimator based on covariance shaping in quantum signal processing （QSP） framework. 文章摘要: 协方差成形最小二乘估计器是量子信号处理框架内基于协方差成形方法的一种新型线性估计器。
We consider the admissibility for linear estimates on regression coefficients and param eters in multivariate random effect linear model under two kinds of matrix loss functions. 在两种矩阵损失函数下讨论随机效应多元线性模型中回归系数和参数的线性估计的可容许性.;并且在齐次和非齐次线性估计类中分别得到了可容许估计的充要条件。
H.S.Zhang, L.H.Xie and Y.C.Soh, `` A unified approach to linear estimation for discrete-time systems-Part II: H_infty Estimation.” IEEE CDC, USA, 2001. 张焕水，柴天佑;奇异系统最优滤波、预报、平滑估计的一致方法;控制理论与应用，第14卷，第6期1997年.
Second, to improve the efficiency of ray-isosurface intersections, an iterative linear estimation is proposed to obviously enhance rendered image quality. 其次，以递归线性插值的方法估计投射光线与实际等值面的交点，用于补偿大步长导致交点精度的降低，此举能够显著地提高成像质量。
Admissibility of Linear Estimators in Restricted Growth Curve Model 带有线性约束的增长曲线模型中均值参数的线性估计的泛可容许性
We give the definition of general admissibility of linear estimates. The necessary and sufficient conditions for general admissible estimates among some special classes of linear estimates are gained. 我们给出了回归系数线性估计的泛容许性定义;并在某些线性估计类中得到了泛容许估计的充要条件.
In the second chapter, We obtain some linear estimates, trilinear estimates . And through these estimates , we prove the local well-posedness of modified Korteweg-de Vries equation in a quarter plane. 在第二章中，我们得到线性估计和三线性估计，然后证明了四分之一平面上的modified Korteweg-de Vries方程的局部适定性。