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Kulldorf'book(1961)sysmatically studied the MLE of the location and scale pa-rameters belonging to the exponential family,Kulldorf proved that the MLE wasconsistent and has asymptotically normal distribution.

Kull-dorf(1961)在所著的书里系统地研究了如何利用分组数据求指数分布族的位置参数与尺度参数的最大似然估计,并且证明了MLE的相合性与渐近正态性。

Theorem C.If the density function fhas the second derivative andlogfis a concave function,the MLE of〓for two-sample scale model PSuniquely exists.

定理C。若密度函数f具有二阶导数并且logf是严格凹函数,则对于双子样尺度参数模型在PS条件限制下,〓的MLE唯一存在。

L isotropic, integral turbulence scale parameter

等方性,积分湍流尺度参数 m

The project is proposed to improve the scale parameters of method 2 coordinate system conversion and a reasonable assessment of the local coordinate system to achieve local and national geodetic coordinate system conversion, changing the original control net all kinds of construction projects can only choose to independent local coordinate system, but not with the national geodetic datum unification.

该项目提出用改进的尺度参数法进行两坐标系的合理转换与评估,实现了地方局部坐标系与国家大地坐标系的转换,改变了原来各类工程建设控制网只能选择地方独立坐标系,而不能与国家大地基准统一的局面。

In§5.4,we discuss the hypothesis test problemwhen the location and scale parameter may all change.

5.3讨论尺度参数变点的假设检验问题,引述Wangand Bhatti(1998a)的结果,利用Csorgo and Horváth(1997)的定理,对于Wang andBhatti(1998a)提出的检验统计量〓,其中〓,我们获得了〓的大样本性质,即对于一切实数x〓11进一步地,给出变点〓的估计〓,利用Csorgo and Horváth(1997)的推论1.6.2,我们讨论了变点估计〓的渐近性质,由此,可以给出变点〓的区间估计,〓12其中〓,〓满足〓和〓,这里〓为〓的分布函数。

The results show that the convergence accuracy for spheroids depends strongly on the particle size parameter, the aspect ratio, and what kind of spheroids (i.e., prolate or oblate).

结果表明椭球粒子收敛精度对粒子的尺度参数,纵横比以及椭球体的种类有很强的依赖性。

An edge-preserving parameter is introduced besides a scale parameter in the pseudosphere filter, and thus a better trade-off between image smoothing and edge locating can be obtained by using it.

在伪球滤波器中,除了尺度参数外,还引入了边缘保持参数,因而它能较好地解决传统滤波器的平滑性能与边缘定位精度之间的矛盾。

The obtained result only needs to solve a modified Riccati equation with two scale parameters.

结果仅需求解一个含有两个尺度参数的修正代数Riccati方程。

The obtained result only needs to solve a single parameter dependent Riccati equation.

结果仅需求解一含有一个尺度参数的Riccati方程。

It is for the first time found that the liquid hypoeutectic Al-Fe alloy has a critical temperature of 920℃ in the curve of the cluster size to temperature. Below 920℃ the structural change is predominantly in the medium-range order, while in the short-range order above 920℃.

首次发现,亚共晶Al-Fe合金熔体的原子团簇尺寸等在920℃左右存在明显的变化。920℃以下熔体结构的变化以原子团簇尺寸即中程尺度参数的变化为主,而920℃以上则以配位数等短程序参数的变化为主。

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