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1)  logistic normal distribution
logistic正态分布
1.
Firstly,the approach uses logistic normal distribution as the prior distribution of themes.
提出的方法利用logistic正态分布对主题的相关性进行建模,使得学习得到的类别的主题分布更准确。
2)  logistic distribution
logistic分布
1.
The asymptotic confidence estimation of Logistic distribution parameter;
利用样本分位数的Logistic分布参数的渐近置信估计
2.
An improved VaR method based on the logistic distribution;
基于logistic分布的在险价值计算方法
3.
The results show that when the motor vehicle traffic flow rate and density are not too high,the vehicle speed distribution with and without non-motor vehicle friction disturbance can be modeled by log-logistic and logistic distribution respectively.
结果表明:机动车在交通流量较低(密度不大),非机动车在交通流量较高(密度较大)时,无干扰和有干扰情况下机动车流速度分布可以分别用对数logistic分布和logistic分布在来描述。
3)  normal distribution
正态分布
1.
Using normal distribution to identify oil layer and water layer in Qingxi complex reservoir;
应用正态分布法判别青西复杂油藏的油水层
2.
The applied studies of normal distribution and lognormal distribution in the calculation of cefixime s bioequivalence;
正态分布和对数正态分布在头孢克肟生物等效性计算中的应用研究
3.
Designing of SAS macro program for statistic form of measurement data on normal distribution;
正态分布定量指标统计分析报表的SAS宏程序
4)  Gaussian distribution
正态分布
1.
This paper assumes that the volume of the subsurface settlement troughs due to tunneling is equal to the ground loss and the shape of the troughs can still be represented by a Gaussian distribution .
假定由于隧道开挖在地表以下土层所形成的沉降槽的体积等于地层损失以及各土层沉降槽曲线仍可用正态分布函数表示。
2.
This method uses statistics and adopts gaussian distribution model to analyze the key performance index.
该方法利用统计学分析,采用正态分布模型对“判决指标”的数值分布进行了数学分析,并结合指标的物理意义,对“准入条件”和“判决门限”作出了合理设置。
3.
We also assume that the phase error on the aperture led by the random surface error obeys the Gaussian distribution with a zero mean,u.
分析过程中首先将反射面上某点的随机误差量定义为该点在标准反射面法线方向上的偏移量,并认为反射面上每一个小区域内的偏移量相同,然后在随机表面误差带来的口径相位误差服从均值为零的正态分布的条件下,推导了天线平均功率方向图的计算公式,并利用该公式模拟计算了相关的数据和曲线。
5)  normal school
正态分布
1.
The results show that the water level variation in freshwater side doesn′t refuse normal school and logarithm normal school, but coincides with normal school better.
收集淮河流域、太湖流域主要大中型水闸历年最高水位资料 ,用KS法对上述水位的分布规律进行分布拟合假设检验 ,其结果为 :水闸内河侧水位变化规律不拒绝正态分布、对数正态分布 ,但正态分布最优 ;水闸沿江、沿海侧潮位的变化规律不拒绝正态分布、对数正态分布和极值I型分布 ,但极值I型分布最优 。
2.
Based on the data of average temperature and precipitation of 129 stations of China from 1961 to 2000, this paper uses normal school and Γ distributing simulating probability distributing of average temperature and precipitation separately.
本文利用1961-2000年中国129站日平均气温和日降水量资料,用正态分布和Γ分布分别模拟了各季日平均气温和夏季雨日降水量的概率分布。
3.
The result is that:in lately 40 years mean of mean daily temperature of apiece season approximately assume high in south and low in north,daytime change is least in summer,geographical diversity of unconformity normal school is evident to four seasons.
本文利用全国129站日平均气温资料,从偏态系数、峰度系数入手分析了日平均气温的概率分布特征及年代际差异,结果表明:近40年中国各季日平均气温的均值分布大致呈南高北低,夏季日平均气温的日际变化最小,四季日平均气温不服从正态分布的地理差异明显。
6)  normal distributions
正态分布
补充资料:[3-(aminosulfonyl)-4-chloro-N-(2.3-dihydro-2-methyl-1H-indol-1-yl)benzamide]
分子式:C16H16ClN3O3S
分子量:365.5
CAS号:26807-65-8

性质:暂无

制备方法:暂无

用途:用于轻、中度原发性高血压。

说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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