A Hamilton–Jacobi approach to characterize the evolutionary equilibria in heterogeneous environments

Mathematical Properties of a Class of Integro-differential Models from Population Genetics

(2017) Marie-Eve Gil et al.   SIAM JOURNAL ON APPLIED MATHEMATICS

A class of Hamilton–Jacobi equations with constraint: Uniqueness and constructive approach

(2016) Sepideh Mirrahimi et al.   JOURNAL OF DIFFERENTIAL EQUATIONS

Evolution of Quantitative Traits under a Migration-Selection Balance: When Does Skew Matter?

(2015) Florence Débarre et al.   AMERICAN NATURALIST

Uniqueness in a class of Hamilton–Jacobi equations with constraints

(2015) Sepideh Mirrahimi et al.   COMPTES RENDUS MATHEMATIQUE

On selection dynamics for continuous structured populations

(2013) Laurent Desvillettes et al.   Communications in Mathematical Sciences

Adaptation and migration of a population between patches

(2013) Sepideh Mirrahimi   DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS-SERIES B

Quantifying the effects of migration and mutation on adaptation and demography in spatially heterogeneous environments

(2013) F. Débarre et al.   JOURNAL OF EVOLUTIONARY BIOLOGY

Evolution of conditional dispersal: evolutionarily stable strategies in spatial models

(2013) King-Yeung Lam et al.   JOURNAL OF MATHEMATICAL BIOLOGY

Evolutionary game theory on measure spaces: Well-posedness

(2012) John Cleveland et al.   NONLINEAR ANALYSIS-REAL WORLD APPLICATIONS

On selection dynamics for competitive interactions

(2010) Pierre-Emmanuel Jabin et al.   JOURNAL OF MATHEMATICAL BIOLOGY

PREDICTING ADAPTATION UNDER MIGRATION LOAD: THE ROLE OF GENETIC SKEW

(2009) Sam Yeaman et al.   EVOLUTION

Dirac concentrations in Lotka-Volterra parabolic PDEs

(2009) Benoit Perthame et al.   INDIANA UNIVERSITY MATHEMATICS JOURNAL