2 citations · 4 across the 4 of their papers we have counts for
6 papers
Principal eigenvalues of nonlocal operators with advection: sharp scaling limits and spectral phase transitions
Hoang-Hung Vo
We consider generalized principal eigenvalues of one-dimensional nonlocal dispersal operators with a drift of fixed sign. A principal difficulty in this non-self-adjoint setting is…
On the characterization of Bow-up and Global Radial solution for free boundary system with nonlinear inhomogeneous gradient and source term
Hoang Huy Truong, Hoang-Hung Vo
This paper concerns the characterization of blowup and global radial solutions of a two-free boundaries system read by \begin{align}\label{bs_pr} \tag{1.1} \left\{\begin{array}{rl}…
Dynamics for a two phases free boundaries system in an epidemiological model with nonlocal dispersals
Thanh-Hieu Nguyen, Hoang-Hung Vo
The present paper is devoted to the investigation of the long time dynamics for a double free boundary system with nonlocal diffusions, which models the infectious diseases transmi…
Principal eigenvalue and positive solutions for Fractional Laplace operator in quantum field theory
Thanh-Hieu Nguyen, Hoang-Hung Vo
This article deals with the existence and non-existence of positive solutions for the eigenvalue problem driven by nonhomogeneous fractional Laplacian operator with indefin…
On the definition and the properties of the principal eigenvalue of some nonlocal operators
Henri Berestycki, Jérôme Coville, Hoang-Hung Vo
In this article we study some spectral properties of the linear operator defined on the space by :$$ \mathcal{L}\_Ω[φ] +aφ:=\int\_ΩK(x,y)φ(y)\,dy+a(x)…
Persistence criteria for populations with non-local dispersion
Henri Berestycki, Jerome Coville, Hoang-Hung Vo
In this article, we analyse the non-local model : where is a positive continuous d…