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Operator splitting and discontinuous Galerkin methods for advection-reaction-diffusion problem: application to plant root growth. Peynaud Emilie. 2018. Biomath, 7 (2):1812037, 19 p.

Discontinuous Galerkin solver for the unsteady advection-reaction-diffusion equation. Applications to the simulation and parameter identification of a root growth model. Dumont Yves, Fourcaud Thierry, Peynaud Emilie. 2016. Biomath Communications, 3 (1), Résumé, 1 p. International Conference on Mathematical Methods and Models in Biosciences and School for Young Scientists, Blagoevgrad, Bulgarie, 19 Juin 2016/25 Juin 2016.

Identification of parameters of the advection-reaction-diffusion equation solved with Discontinuous Galerkin methods: application to plant root growth. Peynaud Emilie. 2016. . Perpignan : Université de Perpignan, Résumé, 1 p. Emerging Trends in Applied Mathematics and Mechanics Conference (ETAMM 2016), Perpignan, France, 30 Mai 2016/3 Juin 2016.

Numerical resolution of the C-Root model using Discontinuous Galerkin methods on unstructured meshes: application to the simulation of root system growth. Peynaud Emilie, Fourcaud Thierry, Dumont Yves. 2016. In : 2016 IEEE International Conference on Functional-Structural Plant Growth Modeling, Simulation, Visualization and Applications (FSPMA). IEEE, FSPMA. Qingdao : IEEE, 158-166. ISBN 978-1-5090-1659-4 International Conference on Functional-Structural Plant Growth Modeling, Simulation, Visualization and Applications, Qingdao, Chine, 7 Novembre 2016/11 Novembre 2016.