Abstract
The study of local identifiability of models by calculation of the jacobian matrix of the system of equations is a theoretical method that is well known but whose practical use is often restricted to simple models because the necessary analytical calculations are lengthy and difficult. By a suitable choice of variables, an analytical expression is found for the jacobian and its determinant in linear models, valid for any particular model considered. As it can easily be programmed, the use of the criterion put forward should make possible a study of the local identifiability of complex models.
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