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论坛 数据科学与人工智能 数据分析与数据科学 SAS专版
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2010-09-02
看到一篇文献这样写的:“Fot the multiple regression models,we used the variables decribed below and all possible two-way interactions to calculate the adjusted least square geometric mean(LSGM) concentrations(in mincrograms per liter) ,which provide geometric mean estimates for a variable after adjustment for the model covariates. ”LSGM是最小二乘几何均数吧?用SAS怎么样计算啊?请高手指点!!!
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2010-9-2 22:10:20
1# previal

I guess, they merely do the multivariable regression on the log-transformed response variable of concentration first and then get the least square mean of the transformed response. When back to the concentration itself, the back-transformed least square mean is called the least square geometric mean of concentration. It looks like as the following formula:


Estimate of E[Y|X] = exp{[log(y1|x)+log(y2|x)+….]/n} = exp{log[(y1*y2*…)^(1/n)]} = exp{Estimate of E[log(Y)|X},
Where (y1*y2*…)^(1/n) is the geometric mean of Y, the concentration.
JingJu
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2010-9-2 23:37:26
jingju都是英语
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