Pavol Quittner Philippe Souplet Blow-up, Global Existence and Steady States Second
Edition Page 1 Birkhäuser Advanced Texts Basler Lehrbücher Pavol Quittner Philippe …

This paper concerns the study of the numerical approximation for the following
initialboundary value problem\left {u_t-u_ xx= f\left (u\right), x ∈\left (0, 1\right), t ∈\left (0 …

We consider a blow-up solution for a strongly perturbed semilinear heat equation with
Sobolev subcritical power nonlinearity. Working in the framework of similarity variables, we …

where Ω is a bounded domain in R [[N]] with smooth boundary∂ Ω,[p]> 0, δ is the
Laplacian,[v] is the exterior normal unit vector on∂ Ω. Under some assumptions, we show …

In this paper, under certain conditions, we show that the solution of the semidiscrete form of
a semilinear heat equation with a variable reaction is quenched in a finite time and estimate …

REsUмEn. Al aproximar numéricamente ecuaciones en derivadas parciales con
singularidades, un buen método debe reproducir el comportamiento asintótico de las …

BLOW-UP FOR DISCRETIZATION OF A LOCALIZED SEMILINEAR HEAT EQUATION 1.
Introduction We consider the following initial-boundary va Page 1 ANALELE STIINTIFICE ALE …

In this paper, we consider a semilinear heat equation with a potential subject to Neumann
boundary conditions and positive initial data. Under some assumptions, we show that the …

Full article: Continuity of the Explosion Time in Stochastic Differential Equations Skip to Main
Content Taylor and Francis Online homepage Taylor and Francis Online homepage Log in …

In this paper, we study a localized nonlinear reaction diffusion equation. We investigate
interactions among the localized and local sources, nonlinear diffusion with the zero …