Add to ORKGWe investigate the behavior of the solution of a nonlinear heat problem, when Robin conditions are prescribed on the boundary ∂Ω×(t > 0), Ω a bounded R2 domain. We determine conditions on the geometry and data sufficient to preclude the blow up of the solution and to obtain an exponential decay bound for the solution and its gradient
We investigate the behavior of the solutions of a mixed problem for the Laplace equation in a domain...
AbstractWe characterize all domains Ω of RN such that the heat semigroup decays in L(L∞(Ω)) or L(L1(...
AbstractWe consider some initial-boundary value problems for the linear and nonlinear heat equation ...
We investigate the behavior of the solution of a nonlinear heat problem, when Robin conditions are p...
AbstractLet Ω⊂RN be a bounded domain and let μ be an admissible measure on ∂Ω. We show in the first ...
In this article, we find a lower bound for the blow-up time of solutions to some nonlinear parabol...
AbstractThis note deals with a class of heat emission processes in a medium with a non-negative sour...
We consider the blow-up of the solution to a semilinear heat equation with nonlinear boundary condit...
We investigatew contnuous dependence on initial data for solutions of a nonlinear parabolic problem,...
We study thermal insulating of a bounded body $Omegasubset mathbb{R}^n$. Under a prescribed heat so...
We investigate the behavior of the solution of a nonlinear parabolic problem, when Neumann conditio...
AbstractWe consider the initial–boundary value problem for the heat equation with a nonlinear bounda...
Consider the nonlinear heat equation vt − Δv = |v|p−1v in a bounded smooth domain Ω ⊂ Rn with n > 2...
Abstract. In this note we obtain estimates in terms of the size of the initial data for the blow-up ...
AbstractIn this paper we study the large time behavior of positive solutions of the heat equation un...
We investigate the behavior of the solutions of a mixed problem for the Laplace equation in a domain...
AbstractWe characterize all domains Ω of RN such that the heat semigroup decays in L(L∞(Ω)) or L(L1(...
AbstractWe consider some initial-boundary value problems for the linear and nonlinear heat equation ...
We investigate the behavior of the solution of a nonlinear heat problem, when Robin conditions are p...
AbstractLet Ω⊂RN be a bounded domain and let μ be an admissible measure on ∂Ω. We show in the first ...
In this article, we find a lower bound for the blow-up time of solutions to some nonlinear parabol...
AbstractThis note deals with a class of heat emission processes in a medium with a non-negative sour...
We consider the blow-up of the solution to a semilinear heat equation with nonlinear boundary condit...
We investigatew contnuous dependence on initial data for solutions of a nonlinear parabolic problem,...
We study thermal insulating of a bounded body $Omegasubset mathbb{R}^n$. Under a prescribed heat so...
We investigate the behavior of the solution of a nonlinear parabolic problem, when Neumann conditio...
AbstractWe consider the initial–boundary value problem for the heat equation with a nonlinear bounda...
Consider the nonlinear heat equation vt − Δv = |v|p−1v in a bounded smooth domain Ω ⊂ Rn with n > 2...
Abstract. In this note we obtain estimates in terms of the size of the initial data for the blow-up ...
AbstractIn this paper we study the large time behavior of positive solutions of the heat equation un...
We investigate the behavior of the solutions of a mixed problem for the Laplace equation in a domain...
AbstractWe characterize all domains Ω of RN such that the heat semigroup decays in L(L∞(Ω)) or L(L1(...
AbstractWe consider some initial-boundary value problems for the linear and nonlinear heat equation ...