Jerome Coville
- Biostatistique et Processus Spatiaux (BioSP)
- Institut Camille Jordan (ICJ)
- Modélisation mathématique, calcul scientifique (MMCS)
Présentation
Publications
Publications
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A note on Liouville type results for a fractional obstacle problem2018 MATRIX Annals, 2020, ⟨10.1007/978-3-030-38230-8_14⟩ |
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Optimising reactive disease management using spatially explicit models at the landscape scalePlant Diseases and Food Security in the 21st Century, 10, Springer International Publishing, pp.47-72, inPress, Plant Pathology in the 21st Century, ⟨10.1007/978-3-030-57899-2_4⟩ |
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Poplar rust dispersal along the Durance River valley: inference of dispersal kernel and consequencesWorkshop on Evolutionary Dynamical Systems and Applications (EDySA) and Training on Mathematics and Modeling, Nov 2023, Thiès, Senegal |
The Durance River valley: a great ecological system to study dispersalJournée thématique du LabEx ARBRE "Maladies forestières et changements globaux", Mireia Gomez-Gallego, Jun 2023, Champenoux, France, France |
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Genetic signatures of a range expansion in natura: how clones play leapfrog?Congress of the European Society for Evolutionary Biology, Lukáš Kratochvíl, Aug 2022, Prague, Czech Republic |
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Mapping the intensity function of a point process in unobserved windowsGRASPA, Jul 2019, Pescara, Italy |
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Predicting the intensity function of point processes inside unobserved windowsSpatial statistics, Jul 2019, Sitges, Spain |
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Inside dynamics of positive solutions in some non local equationsStochastic and Deterministic Models for Evolutionary Biology (16w5113), Banff International Research Station for Mathematical Innovation and Discovery (BIRS). Oaxaca, MEX., Jul 2016, Oaxaca, Mexico |
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Propagation phenomena in nonlocal reaction-diffusion equations: An overview of the recent developmentsIntegrodifference Equations in Ecology : 30 years and counting, Banff International Research Station for Mathematical Innovation and Discovery (BIRS). MEX., Sep 2016, Banff, Canada |
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Inside dynamics of positive solutions in some non-local equations?11. AIMS Conference on Dynamical Systems, Differential Equations and Applications, American Institute of Mathematical Science (AIMS). USA., Jul 2016, Orlando, United States |
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Joint estimation of effective population sizes and selection coefficients from time-sampled data: a case study on virus populations exposed to plant resistance15. Rencontres de Virologie Végétale (RVV), Jan 2015, Aussois, France |
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Joint estimation of effective population sizes and selection coefficients from time-sampled data: a case study on virus populations submitted to plant resistance9. colloque de la Société Française de Phytopathologie, Societe Francaise de Phytopathologie (SFP). FRA., Jun 2015, Colmar, France |
Persistance criteria in some nonlocal model in unbounded domain and applicationsAMS Sectional Meeting, Workshop on Nonlocal Diffusion, American Meteorological Society (AMS). USA., Oct 2015, Chicago, United States |
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Estimation of genetic drift and selection from next generation sequencing time-sampled dataModelling biological evolution 2015: linking mathematical theories with empirical realities, Apr 2015, Leicester, United Kingdom |
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Protection of the durability of major resistance genes to plant viruses through quantitative resistance, a modeling approachECMTB14 - 9. European Conference on Mathematical and Theoretical Biology, Jun 2014, Goteborg, Sweden |
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Inférence des processus épidémiques chez la rouille du peuplier dans la vallée de la Durance34. Réunion annuelle du Groupe d’Etude de Biologie et Génétique des Populations (Petit Pois Déridé 2012), Aug 2012, Avignon, France |
Recent advances in the study of non local models in population dynamics9. AIMS Conference on Dynamical Systems, Differential Equations and Applications, American Institute of Mathematical Science (AIMS). USA., Jul 2012, Orlando, United States |
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Modélisation spatio-temporelle du déroulement d’une épidémie de rouille du peuplier dans la vallée de la Durance7. Rencontres Statistiques au Sommet de Rochebrune, Apr 2012, Megève, France |
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Modelling the evolutionary dynamics of viruses within their hosts: a case study using Potato virus Y and high-throughput sequencingRéseau Évolution Virale, Oct 2011, Montpellier, France. 1 p |
Pulsating fronts for non local equationsEquadiff 2011; biannual European conferences on theoretical aspects of differential equations, Aug 2011, Loughborough, United Kingdom. 19 p |
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Modelling the evolutionary dynamics of viruses within their hosts: a case study using Potato virus Y and high-throughput sequencingPlant Virus Ecology Network, Centre de Coopération Internationale en Recherche Agronomique pour le Développement (CIRAD). FRA.; Institut de Recherche pour le Développement (IRD). FRA., May 2011, Montpellier, France |
Harnack inequalities for non local equations8. AIMS Conference on Dynamical Systems, Differential Equations and Applications, May 2010, Dresde, Germany. 18 p |
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Estimation of genetic drift and selection from next generation sequencing time-sampled dataModelling biological evolution 2015: linking mathematical theories with empirical realities, Apr 2015, Leicester, United Kingdom. , 2015 |
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Joint estimation of the strength of genetic drift and selection from next generation sequencing time-sampled data : a case study on the adaptation of virus populations to host plant resistanceSMBE Satellite meeting SMBEBA 2015 "Investigating biological adaptation with NGS: data and models", May 2015, St Martin de Londres, France. , 2015 |
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Bilan Hcéres de l'unité BioSP. Vague C 2022-20232023 |
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Equations de reaction diffusion non-localeMathématiques [math]. Université Pierre et Marie Curie - Paris VI, 2003. Français. ⟨NNT : ⟩ |
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Équation de réaction diffusion nonlocaleMethodology [stat.ME]. Université Pierre et Marie Curie - Paris 6, 2003. English. ⟨NNT : ⟩ |
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Contribution à l'étude d'équations non locales en dynamique des populationsEquations aux dérivées partielles [math.AP]. Aix Marseille Université, CNRS, I2M UMR 7373,, 2015 |
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Contribution à l'étude d'équations non locales en dynamique des populationsEquations aux dérivées partielles [math.AP]. Aix Marseille Université, 2015 |