2022
DOI: 10.37489/2587-7836-2021-3-36-51
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Population pharmacokinetics analysis in Lixoft Monolix softwares

Abstract: Аннотация. В статье рассматривается пошаговый алгоритм построения популяционных фармакокинетических моделей в программе Lixoft Monolix. Описаны особенности методологии популяционных фармакокинетических исследований. Отдельное внимание уделяется преимуществам камерного подхода и нелинейного моделирования смешанных эффектов в изучении фармакокинетики. Описаны методы оценивания популяционных фармакокинетических параметров и их реализация в программном обеспечении.

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“…This tutorial demonstrated a practical application of building population Bayesian PBPK models using two different open‐source approaches in two different programming languages, namely R/Stan/Torsten and Julia/SciML/Turing.jl. In contrast to tools applying nonlinear mixed‐effects modeling to calculate point estimates in pharmacometric analysis, like the open‐source R package nlmixr 17 or the commercial software Monolix, 27 the approaches presented here carry the advantage of being able to run full Bayesian analyses to infer parameter posterior distributions that characterize the uncertainty around these parameters rather than just inferring the point estimates. Full Bayesian approaches also allow for the incorporation of the investigator's prior knowledge of the system, which can be substantial in PBPK applications.…”
Section: Discussionmentioning
confidence: 99%
“…This tutorial demonstrated a practical application of building population Bayesian PBPK models using two different open‐source approaches in two different programming languages, namely R/Stan/Torsten and Julia/SciML/Turing.jl. In contrast to tools applying nonlinear mixed‐effects modeling to calculate point estimates in pharmacometric analysis, like the open‐source R package nlmixr 17 or the commercial software Monolix, 27 the approaches presented here carry the advantage of being able to run full Bayesian analyses to infer parameter posterior distributions that characterize the uncertainty around these parameters rather than just inferring the point estimates. Full Bayesian approaches also allow for the incorporation of the investigator's prior knowledge of the system, which can be substantial in PBPK applications.…”
Section: Discussionmentioning
confidence: 99%