1) parameter stability test
参数稳定性检验
2) stability test
稳定性检验
1.
The nonparametric MNR method is used for stability test to ensure the reliability of the following conclusions by the analysis made,and a cross-section regression model is developed to discuss empirically the main influencing factors on the operating performances of those public com.
采用非参数MNR方法进行稳定性检验,保证了结论的可靠性。
3) stability parameter
稳定性参数
1.
Application of cultivars stability parameter and high stable coefficient in the analysis of sugarcane regional trial in Yunnan;
应用稳定性参数和高稳系数分析云南省甘蔗品种区试
2.
The expression of stability parameter H is developed based on the stream function and axial velocity function of Newton helical flow in eccentric annuli with the inner and outer cylinders rotating simultaneously in this paper.
利用Newton流体在内外管同时旋转的偏心环空中螺旋流的流函数和轴向速度函数,推导出该流动条件下的稳定性参数H的解析表达式;并以水为例,绘制了稳定性参数H的分布曲线,分析了环空偏心距、环空内外管转速对稳定性参数H分布的影响。
3.
Using the method that is stability parameter,high stability coefficient,average of yield,coefficient of variation and coefficient of regression judged productivity and stability of 17 new maize varieties in Henan Maize Regional Trail in 2003.
利用稳定性参数(ai)法与高稳系数(HSC)法,结合品种产量平均数(x-),变异系数(CV)法,回归系数(b)法,对河南省2003年玉米杂交种区域试验的17个品种的高产性、稳定性、适应性进行分析。
4) parametric stability
参数稳定性
1.
But parametric stability test shows that,among the eight consumption expenditure equations that comprise a whole demand system,only the equations for clothing,household facilities and services,transportations and communications,miscellaneous commodities and services,as well as cultural,educational and recreational articles and services have witnessed a local and temporary structural change.
从1983年到2007年,浙江农村居民的消费结构发生了很大的变化,但是模型参数稳定性检验表明,构成需求系统的八个消费支出等式中,只有衣着、家庭设备用品及服务、交通和通讯、文教娱乐用品及服务、杂项类消费支出五个等式发生了短暂和小幅的结构性变化,食品、居住、医疗保健类消费支出等式保持稳定。
5) parameter calibration and verification
参数率定与检验
6) stability test theorem
稳定性检验理论
补充资料:参数检验
分子式:
CAS号:
性质:对总体参数如平均值、方差进行检验,称为参数检验。先假设被检验参数来自同一总体,由样本数据构造检验统计量,若统计量值落入拒绝域内,则在一定显著性水平下拒绝接受原假设,说明被检参数与总体参数在统计上有显著性差异。
CAS号:
性质:对总体参数如平均值、方差进行检验,称为参数检验。先假设被检验参数来自同一总体,由样本数据构造检验统计量,若统计量值落入拒绝域内,则在一定显著性水平下拒绝接受原假设,说明被检参数与总体参数在统计上有显著性差异。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
参考词条