Maolin Zhou

activity

20142016

most citedAsymptotic behavior of solutions of a reaction diffusion equation with free boundary conditions

37 citations · 47 across the 4 of their papers we have counts for

collaborators

4 papers

math.AP2016

Effects of large degenerate advection and boundary conditions on the principal eigenvalue and its eigenfunction of a linear second order elliptic operator

Rui Peng, Maolin Zhou

In this article, we study, as the coefficient $s \to \infty$ , the asymptotic behavior of the principal eigenvalue of $- φ^{''} (x) - 2 s m^{'} (x) φ^{'} (x) + c (x) φ (x) = λ_{s} φ (x), 0 < x < 1,$ supplemented…

math.AP2015★ 2 cited

Nonlinear diffusion problems with free boundaries: Convergence, transition speed and zero number arguments,

Yihong Du, Bendong Lou, Maolin Zhou

This paper continues the investigation of Du and Lou (J. European Math Soc, to appear), where the long-time behavior of positive solutions to a nonlinear diffusion equation of the…

math.AP2015★ 8 cited

Long time behavior of solutions of Fisher-KPP equation with advection and free boundaries

Hong Gu, Bendong Lou, Maolin Zhou

We consider Fisher-KPP equation with advection: $u_{t} = u_{xx} - β u_{x} + f (u)$ for $x \in (g (t), h (t))$ , where $g (t)$ and $h (t)$ are two free boundaries satisfying Stefan conditions. This eq…

math.AP2014★ 37 cited

Asymptotic behavior of solutions of a reaction diffusion equation with free boundary conditions

Jingjing Cai, Bendong Lou, Maolin Zhou

We study a nonlinear diffusion equation of the form $u_{t} = u_{xx} + f (u) (x \in [g (t), h (t)])$ with free boundary conditions $g^{'} (t) = - u_{x} (t, g (t)) + α$ and $h^{'} (t) = - u_{x} (t, g (t)) - α$ for some $…