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1)  scale parameter
刻度参数
1.
We employ the Bayes empirical Bayes (EB) procedure to estimate the scale parameter in a special exponential family,and prove that the Bayes EB estimator of the scale parameter converges almost surely (a.
我们采用贝叶斯经验贝叶斯方法估计了一个特殊的指数分布族中的刻度参数,证明了刻度参数的贝叶斯经验贝叶斯估计几乎处处收敛到它的贝叶斯估计且获得了它的渐近最优性。
2.
By means of the parameter estimation,we give the Bayesian estimation,the minimum risk equivalent estimation and the minimax estimation of scale parameter σ under the q-symmetric entropy loss function in the normal distribution,its mean of which is 0.
用参数估计的方法,研究均值为0的正态分布中刻度参数在q对称熵损失函数下的最小风险同变估计、Bayes估计和M inimax估计,并讨论了[cT+d]1/2形式的估计量当0≤c0;c=c*,d≥0时是可容许的,当0c*,d>0时是不可容许的。
3.
The present paper deals with the minimum risk equivelent estimator and Bayes estimator for the scale parameter of exponential distribution under the symmetric entropy loss, and discusses the admissibility and inadmissibility of estimator with the form of (cT+d)-1.
研究指数分布的刻度参数在对称熵损失下的最小风险同变估计及Bayes估计,并讨论(cT+d)-1形式估计的可容许性与不可容许性。
2)  reference mark,reference scale
参比刻度
3)  etching parameter
蚀刻参数
1.
The optimizing methods of main etching parameters, such as etching rate, uniformity and selectivity, were investigated by the orthogonal experiment, and these results can be used for setting main process parameters, adjusting them with a drifting from desired conditions, and optimizing etchings electivity.
阐述了二氧化硅干法蚀刻的原理和主要的蚀刻参数。
4)  parameters of groove
刻槽参数
5)  location and scale parameters model
位置与刻度参数模型
1.
Change-point tests of location and scale parameters model and its approximate distribution;
位置与刻度参数模型变点的非参数检验及其渐近性质
2.
This paper discusses the change-point problem about the location and scale parameters model based on two-sample U-statistic.
运用次序统计量构造了U-统计量,并且基于U-统计量,讨论了位置与刻度参数模型的变点检验问题,并证明了检验统计量的渐近正态性。
6)  Mel frequency cepstral coefficients (MFCC)
梅尔刻度式倒谱参数
补充资料:分辨率刻度
分子式:
CAS号:

性质:确定核辐射探测器的能量分辨率的实验工作。包括FWHM和FWTM的刻度,--般用最小二乘拟合法给出它们与入射粒子能量的函数关系。

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