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On the statistical moments transformation in pharmacokinetic models: A study of the rate parameter and the mean residence time estimates

โœ Scribed by J.H. Matis; D.R. Olson; K.B. Gerald


Publisher
Elsevier Science
Year
1982
Tongue
English
Weight
690 KB
Volume
24
Category
Article
ISSN
0378-4754

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โœฆ Synopsis


This paper simulates the sampling distributions of the rate parameter and the mean residence time (MRT) estimators for a specific two-compartment model.

Two forms of measurement error, one additive and the other multiplicative, and two forms of weighting structures, one unweighted and the other weighted by the error variances, are investigated.

The chief findings are: i) unweighted estimates generally are highly biased but weighting reduces the bias many fold, 2) the asymptotic standard error approximations are acceptable only with weighted least squares, and 3) the mean squared errors of the MRT estimates compare favorably with those of the rate parameter estimates.

Based on the favorable sampling distributions, it is recommended that weighted MRT estimates be calculated routinely as important descriptors of kinetic systems.

i.


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The equation for the calculation of mean residence time of drug in plasma, t(p), is obtained. It is shown that the previously suggested calculation of t(p) considerably overestimates the true value in most cases. It is suggested that due to the possible initial (before establishing the uniform drug