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Inverse Modelling, Sensitivity and Monte Carlo
Analysis in R Using Package FME
Karline Soetaert Thomas Petzoldt
Royal Netherlands Institute of Sea Research Technische Universitat Dresden
¨
Abstract
Mathematical simulation models are commonly applied to analyze experimental or
environmental data and eventually to acquire predictive capabilities. Typically these
models depend on poorly defined, unmeasurable parameters that need to be given a
value. Fitting a model to data, so-called inverse modelling, is often the sole way of finding
reasonable values for these parameters. There are many challenges involved in inverse
model applications, e.g., the existence of non-identifiable parameters, the estimation of
parameter uncertainties and the quantification of the implications of these uncertainties
on model predictions.
The R package FME is a modeling package designed to confront a mathematical model
with data. It includes algorithms for sensitivity and Monte Carlo analysis, parameter iden-
tifiability, model fitting and provides a Markov-chain based method to estimate parameter
confidence intervals. Although its main focus is on mathematical systems that consist of
differential equations, FME can deal with other types of models. In this paper, FME is
applied to a model describing the dynamics of the HIV virus.
Note: The original version of this vignette has been published as Soetaert and Pet-
zoldt (2010) in the Journal of Statistical Software, /v33/i03.
Please refer to the original publication when citing this work.
Keyword
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