1 citations · 1 across the 12 of their papers we have counts for
12 papers
Symmetry-breaking bifurcation of periodic solutions for a free-boundary tumor model
Wenhua He, Mingxin Wang, Ruixiang Xing
In this paper, we consider a free boundary multi-layer tumor model that incorporates a periodic provision of external nutrients . The simplified model contains three para…
Global boundedness and finite time blow-up of solutions for a quasilinear chemotaxis-May-Nowak model
Jianping Wang, Mingxin Wang
In this paper, we introduce the nonlinear diffusion term into the chemotaxis-May-Nowak model to investigate the effects of and chemotaxis on the…
Longtime behaviors of a reducible cooperative system with nonlocal diffusions and free boundaries
Lei Li, Mingxin Wang
This paper aims at understanding the longtime behaviors of a reducible cooperative system with nonlocal diffusions and different free boundaries, describing the interactions of two…
Longtime behaviors of an epidemic model with nonlocal diffusions and a free boundary: rate of accelerated spreading
Lei Li, Mingxin Wang
This is the third part of our series of work devoted to the dynamics of an epidemic model with nonlocal diffusions and free boundary. This part is concerned with the rate of accele…
Spreading dynamics of a Fisher-KPP nonlocal diffusion model with a free boundary
Lei Li, Mingxin Wang
This paper concerns the spreading speed and asymptotical behaviors, which was left as an open problem in \cite{LLW22}, of a Fisher-KPP nonlocal diffusion model with a free boundary…
Dynamics for a diffusive epidemic model with a free boundary: sharp asymptotic profile
Xueping Li, Lei Li, Mingxin Wang
This paper concerns the sharp asymptotic profiles of the solution of a diffusive epidemic model with one free boundary and one fixed boundary which is subject to the homogeneous Di…
Dynamics for a diffusive epidemic model with a free boundary: spreading speed
Xueping Li, Lei Li, Mingxin Wang
We study the spreading speed of a diffusive epidemic model proposed by Li et al. \cite{LL}, where the Stefan boundary condition is imposed at the right boundary, and the left bound…
The free boundary problem of an epidemic model with nonlocal diffusions and nonlocal reactions: spreading-vanishing dichotomy
Xueping Li, Lei Li, Mingxin Wang
This paper concerns the free boundary problem of an epidemic model. The spatial movements of the infectious agents and the infective humans are approximated by nonlocal diffusion o…
Life span of solutions to a semilinear parabolic equation on locally finite graphs
Yuanyang Hu, Mingxin Wang
Let be a locally finite connected graph. We develop the first eigenvalue method on introduced in 1963 by Kaplan \cite{Kaplan} on Euclidean space, the discrete Phragmé…
Dynamics of a nonlinear infection viral propagation model with one fixed boundary and one free boundary
Mingxin Wang
In this paper we study a nonlinear infection viral propagation model with diffusion, in which, the left boundary is fixed and with homogeneous Dirichlet boundary conditions, while…
Qualitative properties of solutions to nonlocal infectious SIR epidemic models
Hanxiang Bao, Mingxin Wang, Shaowen Yao
This paper studies qualitative properties of solutions of nonlocal infectious SIR epidemic models (1.3)-(1.5), with the homogeneous Neumann boundary conditions, Dirichlet boundary…
Dynamics of an epidemic model with nonlocal di?usion and a free boundary
Lei Li, Mingxin Wang
An epidemic model, where the dispersal is approximated by nonlocal diffusion operator and spatial domain has one ?xed boundary and one free boundary, is considered in this paper. F…