2016
DOI: 10.1007/978-3-319-44534-2_12
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Nonlinear Mixed Effects Modeling in Systems Pharmacology

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Cited by 3 publications
(2 citation statements)
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“…where only individual baseline disease severity is varied (Supplementary Information S2.2). To better explain this approach, an analogy to mixed effect modeling 88 is useful: in the reference virtual population, severity would be a random effect while all biomarkers would be mixed (with a severity-dependent mean and a random component). In the simplified severity-only population, all biomarkers' fixed effects are kept but the random components are discarded.…”
Section: /43mentioning
confidence: 99%
“…where only individual baseline disease severity is varied (Supplementary Information S2.2). To better explain this approach, an analogy to mixed effect modeling 88 is useful: in the reference virtual population, severity would be a random effect while all biomarkers would be mixed (with a severity-dependent mean and a random component). In the simplified severity-only population, all biomarkers' fixed effects are kept but the random components are discarded.…”
Section: /43mentioning
confidence: 99%
“…The QSP model may thus be used to characterize (over time, in terms of relative levels, and for various sets of prevailing TME conditions) fundamental mechanisms of anti-tumor immune responses for dosing schemes of choice, in mono- and combination therapy settings. Another distinctive feature of the proposed framework is the application of a non-linear mixed effect modeling (NLME) methodology ( 23 ), enabling evaluation of between-animal and between-study variabilities (BAV, BSV) in the observed tumor size dynamics. Such a model includes a statistical component, capturing variations in immune system parameters across the animals, driving differences in treatment efficacy, which is essential in the analysis of immunotherapeutic interventions, where a wide range of responses are often observed.…”
Section: Introductionmentioning
confidence: 99%