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A reduction in between subject variability is not mandatory for selecting a new covariate
Chakradhar V Lagishetty1, Pavan Vajjah, Stephen B Duffull
1School of Pharmacy, University of Otago, Dunedin, New Zealand. chakradharshetty@gmail.com
A significant covariate may not always reduce between-subject variability (BSVR) in population pharmacokinetic-pharmacodynamic analysis. Statistical misspecification of covariate models can even inflate BSVR, highlighting the importance of covariate-eta interactions.
Area of Science:
- Pharmacometrics
- Pharmacokinetics
- Pharmacodynamics
Background:
- Population pharmacokinetic-pharmacodynamic (PK/PD) analysis models population mean response and variability.
- Between-subject variance (BSV) quantifies parameter variability across individuals.
- BSV comprises predictable (BSVP) and random (BSVR) components; BSVP is explained by covariates.
Purpose of the Study:
- To investigate if significant covariates always decrease BSVR.
- To explore conditions where BSVR may increase despite covariate inclusion.
- To assess if specific covariate models can resolve BSVR anomalies.
Main Methods:
- Nonlinear hierarchical modeling using NONMEM (ver 7.2).
- Simulations performed in MATLAB (2011a) with a 1-compartment IV bolus PK model.
- Evaluated base models vs. six covariate models (nested, non-nested, interaction) with varying covariate-CL correlation (0-100%).
Main Results:
- BSVR can increase when a correlated covariate is added due to model misspecification.
- Non-nested covariate models (NNCM) showed negative BSVP (inflated BSVR) up to 50% correlation.
- Nested covariate models (NCM) showed biased BSVP; covariate-eta interaction models improved BSVP estimation.
- Perfect correlation (100%) led to similar performance across models.
Conclusions:
- Statistically misspecified covariate models can inflate BSVR, even with significant covariate correlation.
- Covariate-eta interaction models can improve the diagnostic assessment of covariate effects on variability.
- Careful model selection is crucial for accurate PK/PD analysis and covariate effect evaluation.
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