Add to ORKGEstudiamos el comportamiento asintotico de soluciones positivas del sistema u_t=div(a(u)\nabla u) + f(u,v) v_t=div(b(v) \nabla (v)) + g(u,v) en un dominio acotado con condiciones de borde du /dn=r(u,v) dv / dn=s(u,v) y datos iniciales positivos (u_0(x) , v_0(x)).We study the behaviour of positive solutions of the system u_t=div(a(u)\nabla u) + f(u,v) v_t=div(b(v)\nabla (v)) + g(u,v) in a bounded domain with the boundary conditions du /dn=r(u,v) dv / dn=s(u,v) and positive initial data (u_0(x) , v_0(x)).Fil:Rossi, Julio Daniel. Universidad de Buenos Aires. Facultad de Ciencias Exactas y Naturales; Argentina
We obtain existence of asymptotically stable nonconstant equilibrium solutions for semilinear parabo...
We consider a class of nonautonomous nonlinear competitive parabolic systems on bounded radial domai...
AbstractIn this paper we study the global existence and the different asymptotic behavior of mild so...
Estudiamos el comportamiento asintotico de soluciones positivas del sistema u_t=div(a(u)\nabla u) + ...
In this paper we obtain the blow-up rate for positive solutions of a system of two heat equations, u...
We study symmetry properties of non-negative bounded solutions of fully non-linear parabolic equatio...
University of Minnesota Ph.D. dissertation. July 2009. Major: Mathematics. Advisor: Peter Polacik. 1...
The current paper is devoted to study of the asymptotic behavior of bounded solutions for the follow...
AbstractFor parabolic initial boundary value problems various results such as limt ↓ 0{(∂ut6x)(0, t)...
We consider the parabolic, initial value problem vt = Δp(v) + λg(x, v)φp(v), in Ω x (0,∞), v = 0,...
summary:We show that nonnegative solutions of $$ \begin{aligned} & u_{t}-u_{xx}+f(u)=0,\quad x\in \B...
AbstractWe study the existence and the asymptotic behavior of positive solutions for the parabolic e...
AbstractWe study the nonlinear parabolic equation Δu−uφ(.,u)−∂u∂t=0, in Rn×(0,∞) with boundary condi...
AbstractIn this paper we study the asymptotic behavior of solutions to the mixed initial boundary va...
AbstractWe consider the system ut=Δu+vp,vt=Δv,x∈RN+,t>0,−∂u∂x1=0,−∂v∂x1=uq,x1=0,t>0,u(x,0)=u0(x),v(x...
We obtain existence of asymptotically stable nonconstant equilibrium solutions for semilinear parabo...
We consider a class of nonautonomous nonlinear competitive parabolic systems on bounded radial domai...
AbstractIn this paper we study the global existence and the different asymptotic behavior of mild so...
Estudiamos el comportamiento asintotico de soluciones positivas del sistema u_t=div(a(u)\nabla u) + ...
In this paper we obtain the blow-up rate for positive solutions of a system of two heat equations, u...
We study symmetry properties of non-negative bounded solutions of fully non-linear parabolic equatio...
University of Minnesota Ph.D. dissertation. July 2009. Major: Mathematics. Advisor: Peter Polacik. 1...
The current paper is devoted to study of the asymptotic behavior of bounded solutions for the follow...
AbstractFor parabolic initial boundary value problems various results such as limt ↓ 0{(∂ut6x)(0, t)...
We consider the parabolic, initial value problem vt = Δp(v) + λg(x, v)φp(v), in Ω x (0,∞), v = 0,...
summary:We show that nonnegative solutions of $$ \begin{aligned} & u_{t}-u_{xx}+f(u)=0,\quad x\in \B...
AbstractWe study the existence and the asymptotic behavior of positive solutions for the parabolic e...
AbstractWe study the nonlinear parabolic equation Δu−uφ(.,u)−∂u∂t=0, in Rn×(0,∞) with boundary condi...
AbstractIn this paper we study the asymptotic behavior of solutions to the mixed initial boundary va...
AbstractWe consider the system ut=Δu+vp,vt=Δv,x∈RN+,t>0,−∂u∂x1=0,−∂v∂x1=uq,x1=0,t>0,u(x,0)=u0(x),v(x...
We obtain existence of asymptotically stable nonconstant equilibrium solutions for semilinear parabo...
We consider a class of nonautonomous nonlinear competitive parabolic systems on bounded radial domai...
AbstractIn this paper we study the global existence and the different asymptotic behavior of mild so...