Logistic equations with fractional diffusion: looking for the best choice for survival
by Benedetta Fellacci
Abstract: We will study Neumann boundary value problems under the action of fractional (spectral) diffusion. We will focus on the study of the optimization of the positive principal eigenvalue in dependence on the indefinite potential, on the motility function and on the fractional order. This analysis is important for the optimization of the survival threshold in populations dynamic. This is a joint research with Gianmaria Verzini (Politecnico di Milano, Milano, Italy).