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D-Index & Metrics

Mathematics

D-Index
40
Citations
6890
World Ranking
2052
National Ranking
124

Overview

François Hamel is affiliated with Aix-Marseille University in France and works extensively in the field of mathematics, with significant contributions intersecting medicine. Their research spans multiple subfields, including Public Health, Environmental and Occupational Health, Applied Mathematics, Computational Theory and Mathematics, Mathematical Physics, and Genetics.

The researcher's primary areas of focus encompass a broad range of topics related to mathematical and theoretical epidemiology and ecology models. They also engage with advanced mathematical modeling in engineering, evolution and genetic dynamics, nonlinear partial differential equations, nonlinear differential equations analysis, stochastic processes and statistical mechanics, and differential equations and numerical methods.

Recent publications by François Hamel demonstrate this diverse scope. Notable papers include:

  • "Forced waves for a three-species predator-prey system with nonlocal dispersal in a shifting environment," 2022, Journal of Differential Equations
  • "Circular flows for the Euler equations in two-dimensional annular domains, and related free boundary problems," 2021, Journal of the European Mathematical Society
  • "Dynamics of adaptation in an anisotropic phenotype-fitness landscape," 2020, Nonlinear Analysis Real World Applications
  • "Propagation Phenomena in Periodic Patchy Landscapes with Interface Conditions," 2022, Journal of Dynamics and Differential Equations
  • "Propagation and blocking in a two-patch reaction-diffusion model," 2022, Journal de Mathématiques Pures et Appliquées

François Hamel frequently publishes in several key venues. These include:

  • arXiv (Cornell University)
  • Journal de Mathématiques Pures et Appliquées
  • Journal of the European Mathematical Society
  • Journal of Dynamics and Differential Equations
  • Journal of Mathematical Biology

Their collaborative network consists of several recurring coauthors, indicating ongoing partnerships in research projects. Frequent collaborators are:

  • Luca Rossi
  • Lionel Roques
  • Frithjof Lutscher
  • Mingmin Zhang
  • Matthieu Alfaro

François Hamel's body of work reflects a multidisciplinary approach combining applied and theoretical mathematics with research relevant to biological, ecological, and medical contexts. This intersection highlights the integration of mathematical tools in addressing complex phenomena like predator-prey dynamics, adaptation in heterogeneous environments, and reaction-diffusion processes in patchy landscapes.

Best Publications

  • Front propagation in periodic excitable media

    Henri Berestycki;François Hamel;François Hamel

  • Analysis of the periodically fragmented environment model: I--species persistence.

    Henri Berestycki;François Hamel;Lionel Roques

  • The speed of propagation for KPP type problems. I: Periodic framework

    Henry Berestycki;François Hamel;Nikolai Nadirashvili

  • Analysis of the periodically fragmented environment model: II—biological invasions and pulsating travelling fronts

    Henri Berestycki;François Hamel;Lionel Roques

  • Travelling Fronts and Entire Solutions¶of the Fisher-KPP Equation in ℝN

    François Hamel;Nikolaï Nadirashvili

  • Generalized Transition Waves and Their Properties

    Henri Berestycki;Henri Berestycki;François Hamel

  • The speed of propagation for KPP type problems. II: General domains

    Henri Berestycki;François Hamel;Nikolai Nadirashvili

  • One-dimensional symmetry of bounded entire solutions of some elliptic equations

    H. Berestycki;F. Hamel;R. Monneau

  • Allee effect promotes diversity in traveling waves of colonization

    Lionel Roques;Jimmy Garnier;François Hamel;Etienne K. Klein

  • Entire solutions of the KPP equation

    F. Hamel;N. Nadirashvili

  • Elliptic Eigenvalue Problems with Large Drift and Applications to Nonlinear Propagation Phenomena

    Henri Berestycki;François Hamel;Nikolai Nadirashvili;Nikolai Nadirashvili

  • Asymptotic spreading in heterogeneous diffusive excitable media

    Henri Berestycki;François Hamel;Grégoire Nadin

  • Bistable traveling waves around an obstacle

    Henri Berestycki;Hiroshi Matano;François Hamel;François Hamel

  • Generalized travelling waves for reaction-diffusion equations

    Unknown

  • A short proof of the logarithmic Bramson correction in Fisher-KPP equations

    François Hamel;James Nolen;Jean-Michel Roquejoffre;Lenya Ryzhik

  • Liouville-type results for semilinear elliptic equations in unbounded domains

    Henri Berestycki;FranÇois Hamel;Luca Rossi

  • Existence and qualitative properties of multidimensional conical bistable fronts

    François Hamel;Régis Monneau;Jean-Michel Roquejoffre

  • Fast propagation for KPP equations with slowly decaying initial conditions

    François Hamel;Lionel Roques

  • Qualitative properties of monostable pulsating fronts: exponential decay and monotonicity

    François Hamel

  • Uniqueness and stability properties of monostable pulsating fronts

    François Hamel;Lionel Roques

  • Front propagation for discrete periodic monostable equations

    Jong-Shenq Guo;François Hamel

Frequent Co-Authors

Henri Berestycki
Henri Berestycki Centre d'Analyse et de Mathématique Sociales
Jean-Michel Roquejoffre
Jean-Michel Roquejoffre Toulouse Mathematics Institute
Enrico Valdinoci
Enrico Valdinoci University of Western Australia
Lenya Ryzhik
Lenya Ryzhik Stanford University
Nikolai Nadirashvili
Nikolai Nadirashvili Aix-Marseille University
Jong-Shenq Guo
Jong-Shenq Guo Tamkang University
Xiao-Qiang Zhao
Xiao-Qiang Zhao Memorial University of Newfoundland
Juncheng Wei
Juncheng Wei Chinese University of Hong Kong
Alexander Kiselev
Alexander Kiselev Duke University
Xinfu Chen
Xinfu Chen University of Pittsburgh

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