Communication Dans Un Congrès Année : 2008

On the role of differential algebra in biological modeling

Résumé

Differential algebra is an algebraic theory for studying systems of polynomial ordinary differential equations (ODE). Among all the methods developed for system modeling in cellular biology, it is particularly related to the well-established approach based on nonlinear ODE. A subtheory of the differential algebra, the differential elimination, has proved to be useful in the parameters estimation problem. It seems however still more promising in the quasi-steady state approximation theory, recent results show.

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hal-00274685 , version 1 (21-04-2008)

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  • HAL Id : hal-00274685 , version 1

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François Boulier. On the role of differential algebra in biological modeling. Differential Algebra and Related Computer Algebra. An international conference in memory of Giuseppa Carrà Ferro, Mar 2008, Catania, Italy. pp.39-44. ⟨hal-00274685⟩
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