Add to ORKGTheorems are developed to support bifurcation and stability of nonlinear parabolic partial differential equations in the solution of the asymptotic behavior of functions with certain specified properties
In this paper we examine the initial-boundary value problems $(\alpha ):u_t = u_{xx} $, $0 \u3c x \u...
summary:In this paper the author studies existence and bifurcation of a nonlinear homogeneous Volter...
AbstractFor parabolic initial boundary value problems various results such as limt ↓ 0{(∂ut6x)(0, t)...
The parabolic partial differential equation considered is u sub t = u sub xx + f(u), where minus inf...
AbstractWe consider a parabolic partial differential equation ut = uxx + f(u), where − ∞ < x < + ∞ a...
AbstractWe study bifurcation and stability of positive equilibria of a parabolic problem under a non...
summary:We deal with the boundary value problem $$ \alignat2 -\Delta u(x) & = \lambda _{1}u(x)+g(\na...
AbstractExistence and stability results for a class of nonlinear functional differential equations w...
AbstractIn this paper we study the behavior of solutions of some quasilinear parabolic equations of ...
We investigate weakly coupled semilinear parabolic systems in unbounded domains in R2 or R3 with pol...
AbstractThis paper deals with the asymptotic stability of the null solution of a semilinear partial ...
AbstractIn this paper we study one dimensional parabolic problems that arise from composite material...
AbstractUnder the condition that f(x, y, z, α) and its partial derivatives decay sufficiently fast a...
summary:We establish the asymptotic stability of solutions of the mixed problem for the nonlinear ev...
summary:We show that nonnegative solutions of $$ \begin{aligned} & u_{t}-u_{xx}+f(u)=0,\quad x\in \B...
In this paper we examine the initial-boundary value problems $(\alpha ):u_t = u_{xx} $, $0 \u3c x \u...
summary:In this paper the author studies existence and bifurcation of a nonlinear homogeneous Volter...
AbstractFor parabolic initial boundary value problems various results such as limt ↓ 0{(∂ut6x)(0, t)...
The parabolic partial differential equation considered is u sub t = u sub xx + f(u), where minus inf...
AbstractWe consider a parabolic partial differential equation ut = uxx + f(u), where − ∞ < x < + ∞ a...
AbstractWe study bifurcation and stability of positive equilibria of a parabolic problem under a non...
summary:We deal with the boundary value problem $$ \alignat2 -\Delta u(x) & = \lambda _{1}u(x)+g(\na...
AbstractExistence and stability results for a class of nonlinear functional differential equations w...
AbstractIn this paper we study the behavior of solutions of some quasilinear parabolic equations of ...
We investigate weakly coupled semilinear parabolic systems in unbounded domains in R2 or R3 with pol...
AbstractThis paper deals with the asymptotic stability of the null solution of a semilinear partial ...
AbstractIn this paper we study one dimensional parabolic problems that arise from composite material...
AbstractUnder the condition that f(x, y, z, α) and its partial derivatives decay sufficiently fast a...
summary:We establish the asymptotic stability of solutions of the mixed problem for the nonlinear ev...
summary:We show that nonnegative solutions of $$ \begin{aligned} & u_{t}-u_{xx}+f(u)=0,\quad x\in \B...
In this paper we examine the initial-boundary value problems $(\alpha ):u_t = u_{xx} $, $0 \u3c x \u...
summary:In this paper the author studies existence and bifurcation of a nonlinear homogeneous Volter...
AbstractFor parabolic initial boundary value problems various results such as limt ↓ 0{(∂ut6x)(0, t)...