Theme MPPM - Maths for Plants and Plants for Maths

Context

Statistics, mathematical modelling and numerical simulations are useful methods and tools to study complex systems in biology, agronomy and ecology. Among these systems, our focus is on natural plant populations and crops in tropical environment, related to global changes. We also study plant-insect interactions.
In most of these systems, the biological, agronomical or ecological processes are not necesseraly well known. Thus, according to the (initial) scientific question, different mathematical approaches are possible. Among them, mathematical modelling allows not only to represent (formalize) and simulate (very) complex systems, but also to study deeply the behaviour of these systems (based on theoretical results).
However, if mathematics are widely used in many areas of life sciences, they are, paradoxically, underused (except statistics) in plant area.

Scientific objectives

The MPPM theme aims to use (common or new) theoretical and numerical approaches, as well as to develop/propose analytical tools.
Our objective is to focus on the dialogue between thematic issues and the exploration of new modelling formalisms.

Expected results

  •  Mathematical tools/methods/approaches that allow to go further in the study of plants and their interactions with the environment.
  •  Fundamental and applied reseach in Mathematics in Plant area

Scientific projects

Acronym Title Duration/th>
EPITAGModélisation et Contrôle en Epidémiologie pour l’Agronomie Tropicale2017 - 2019
PHC DUMONT-DURVILLESimulation du transport de sucrose dans le phloeme des arbres2017 - 2018
PHC PROTEA Fruit fly Invasions, Biological Control and Mathematical Modelling 2015 - 2016
ELA-PALMModélisation des Interactions Elaeidobius-Palmier2014 - 2020
ROSOMInfluence of root-soil mechanical interaction on the variability of root architecture2013 - 2016

Major publications

All publications
  • Tchuinte Tamen, A., Dumont, Y., Tewa, J. J. , Bowong, S., Couteron, P., 2017. A minimalistic model of tree–grass interactions using impulsive differential equations and non-linear feed-back functions of grass biomass onto fire-induced tree mortality. Mathematics and Computers in Simulation, 133 : 265-297. [Editor link]
  • Anguelov, R., Dufourd, C., Dumont, Y., 2017. Simulations and parameter estimation of a trap-insect model using a finite element approach. Mathematics and Computers in Simulation, 133 : 47-75. [Editor link]
  • Peynaud, E., Fourcaud, T., Dumont, Y., 2016. Numerical resolution of the C-Root model using Discontinuous Galerkin methods on unstructured meshes: application to simulation of root system growth. Kang, M-ZEvers, J. (Ed). Proceedings of 2016 IEEE International Conference on Functional-Structural Plant Growth Modeling, Simulation, Visualization and Applications (FSPMA). Qingdao, Chine : 158-166. 2016 IEEE International Conference on Functional-Structural Plant Growth Modeling, Simulation, Visualization and Applications (FSPMA), 07-11/11/2016, Qingdao, Chine.
  • Fakih, M., Delenne, J.-Y., Radjaï, F., Fourcaud, T., 2016. Contribution of mechanical factors to the variability of root architecture: quantifying the past history of interaction forces between growing roots and soil grains. Kang, M-ZEvers, J. (Ed). Proceedings of 2016 IEEE International Conference on Functional-Structural Plant Growth Modeling, Simulation, Visualization and Applications (FSPMA). Qingdao, Chine : 52-60. 2016 IEEE International Conference on Functional-Structural Plant Growth Modeling, Simulation, Visualization and Applications (FSPMA), 07-11/11/2016, Qingdao, Chine.
  • Laugier, G. J. M., Le Moguedec, G., Su, W., Tayeh, A., Soldati, L., Serrate, B., Estoup, A., Facon, B., 2016. Reduced population size can induce quick evolution of inbreeding depression in the invasive ladybird Harmonia axyridis. Biological Invasions, 18 (10) : 2871-2881. [Editor link]

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