ke versus t1/2 [🇷 for BE/BA]
Dear Helmut,
I think here you err.
Lets consider for simplicity the GMR's (I consider the metric names are the geometric means here):
That's not identical to the GMR for k IMHO
.
BTW: @Mahmoud.
k or ke will be better called lambdaZ - terminal rate constant.
❝ BTW, asking for a comparison of both k and t½ demonstrates a lack of understanding of statistics. They differ only by a factor of ln(2). Any comparison will give identical variance, CI, etc.
I think here you err.
t½ = ln(2)/k
(some sort of 'inverse transformation').Lets consider for simplicity the GMR's (I consider the metric names are the geometric means here):
t½T/t½R = (ln(2)/kT)/(ln(2)/kR) = kR/kT
That's not identical to the GMR for k IMHO

BTW: @Mahmoud.
k or ke will be better called lambdaZ - terminal rate constant.
❝ ❝ 1st order elimination rate constant
—
Regards,
Detlew
Regards,
Detlew
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