LSMeans, still causing lots of people headaches [General Statistics]
Hellobi ,
and thanks for helping towards an understanding.
I am a bit confused, what is ln[T] in your terminology?
Is it individual measurements, or effects form the b-vector or is it the average on the ln scale?
And what is the starting point for this?
Also, residuals -once a linear model has been fit to the least squares criterion- sum to zero, right? I got confused when you went from step 4 to 5.
Why?
I would think it is the plain uncertainty for an (within-) effect estimate in the b vector when we talk crossovers. Multiply by two and you have the variance of the difference or something like that.
and thanks for helping towards an understanding.
I am a bit confused, what is ln[T] in your terminology?
Is it individual measurements, or effects form the b-vector or is it the average on the ln scale?
And what is the starting point for this?
Also, residuals -once a linear model has been fit to the least squares criterion- sum to zero, right? I got confused when you went from step 4 to 5.
❝ The Model Residual is the variance for the difference of LSMeans between Ln[T] and Ln[R].
Why?
I would think it is the plain uncertainty for an (within-) effect estimate in the b vector when we talk crossovers. Multiply by two and you have the variance of the difference or something like that.
—
Pass or fail!
ElMaestro
Pass or fail!
ElMaestro
Complete thread:
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- LSMeans, still causing lots of people headachesElMaestro 2019-02-03 18:39
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