In the systems biology field, algorithms for structural identification of ordinary differential equations (ODEs) have mainly focused on fixed model spaces like S-systems and/or on methods that require sufficiently good data so that derivatives can be accurately estimated. There is therefore a lack of methods and software that can handle more general models and realistic data.We present ODEion, a software module for structural identification of ODEs. Main characteristic features of the software are:• The model space is defined by arbitrary user-defined functions that can be nonlinear in both variables and parameters, such as for example chemical rate reactions.• ODEion implements computationally efficient algorithms that have been shown to e...
Ordinary differential equations (ODEs) are widely used in the modeling of physical systems. However,...
Many models in Systems Biology are described as a system of Ordinary Differential Equations. The fac...
International audienceIn Mathematical Biology, many dynamical models of biochemical reaction systems...
In the systems biology field, algorithms for structural identification of ordinary differential equa...
Motivation: In recent years, the biological literature has seen a significant increase of reported m...
Algorithms for parameter estimation and model selection that identify both the structure and the par...
Choosing the optimal solver for systems of ordinary differential equations (ODEs) is a critical step...
Background Dynamic mathematical models in the form of systems of ordinary differential equations (O...
Parameter identifiability problems can plague biomodelers when they reach the quantification stage o...
Parameter identifiability problems can plague biomodelers when they reach the quantification stage o...
International audienceRecently, symbolic computation and computer algebra systems have been successf...
Ordinary differential equation (ODE) models are a key tool to understand complex mechanisms in syste...
Parameter identifiability problems can plague biomodelers when they reach the quantification stage o...
A powerful way of gaining insight into biological systems is by creating a nonlinear differential eq...
We consider parameter estimation in ordinary differential equations (ODEs) from completely observed ...
Ordinary differential equations (ODEs) are widely used in the modeling of physical systems. However,...
Many models in Systems Biology are described as a system of Ordinary Differential Equations. The fac...
International audienceIn Mathematical Biology, many dynamical models of biochemical reaction systems...
In the systems biology field, algorithms for structural identification of ordinary differential equa...
Motivation: In recent years, the biological literature has seen a significant increase of reported m...
Algorithms for parameter estimation and model selection that identify both the structure and the par...
Choosing the optimal solver for systems of ordinary differential equations (ODEs) is a critical step...
Background Dynamic mathematical models in the form of systems of ordinary differential equations (O...
Parameter identifiability problems can plague biomodelers when they reach the quantification stage o...
Parameter identifiability problems can plague biomodelers when they reach the quantification stage o...
International audienceRecently, symbolic computation and computer algebra systems have been successf...
Ordinary differential equation (ODE) models are a key tool to understand complex mechanisms in syste...
Parameter identifiability problems can plague biomodelers when they reach the quantification stage o...
A powerful way of gaining insight into biological systems is by creating a nonlinear differential eq...
We consider parameter estimation in ordinary differential equations (ODEs) from completely observed ...
Ordinary differential equations (ODEs) are widely used in the modeling of physical systems. However,...
Many models in Systems Biology are described as a system of Ordinary Differential Equations. The fac...
International audienceIn Mathematical Biology, many dynamical models of biochemical reaction systems...