AbstractThe paper is devoted to questions of an analysis of the large-time solutions to a class of two-phase Stefan problems with delay in the source terms of the governing equations. The case of one space dimension is considered. Results on the asymptotic behaviour of the solutions at t → ∞ are established
The classical Stefan problem for freezing (or melting) a sphere is usually treated by assuming that ...
We study a nonlocal version of the two-phase Stefan problem, which models a phase transition problem...
In this paper we discuss a two-phase Stefan problem with convection in a non-cylindrical (time-depen...
AbstractThe paper is devoted to questions of an analysis of the large-time solutions to a class of t...
Automatic delay-control in a two-phase Stefan problem / K.-H. Hoffmann ; J. Sprekels. - In: Differen...
This bachelor thesis deals with the Stefan problem, from its historical background to the existence ...
We treat two related moving boundary problems. The first is the ill-posed Stefan problem for meltin...
In this thesis we present the Stefan problem with two boundary conditions, one constant and one time...
summary:We prove that solutions to the two-phase Stefan problem defined on a sequence of spatial dom...
International audienceThis paper presents a control design for the one-phase Stefan problem under ac...
AbstractThe asymptotic behavior of a singular-perturbed two-phase Stefan problem due to slow diffusi...
In this paper we introduce a new way to approach the one-phase Stefan problem partial_t(u +chi) = ...
The asymptotic behaviour of a singular-perturbed two-phase Stefan problem due to slow diffusion in o...
13301甲第4720号博士(理学)金沢大学博士論文要旨Abstract 以下に掲載予定:Discrete and Continuous Dynamical Systems - Series S 20...
An effective time delay in the governing equations, as proposed in [8], is further examined here. Th...
The classical Stefan problem for freezing (or melting) a sphere is usually treated by assuming that ...
We study a nonlocal version of the two-phase Stefan problem, which models a phase transition problem...
In this paper we discuss a two-phase Stefan problem with convection in a non-cylindrical (time-depen...
AbstractThe paper is devoted to questions of an analysis of the large-time solutions to a class of t...
Automatic delay-control in a two-phase Stefan problem / K.-H. Hoffmann ; J. Sprekels. - In: Differen...
This bachelor thesis deals with the Stefan problem, from its historical background to the existence ...
We treat two related moving boundary problems. The first is the ill-posed Stefan problem for meltin...
In this thesis we present the Stefan problem with two boundary conditions, one constant and one time...
summary:We prove that solutions to the two-phase Stefan problem defined on a sequence of spatial dom...
International audienceThis paper presents a control design for the one-phase Stefan problem under ac...
AbstractThe asymptotic behavior of a singular-perturbed two-phase Stefan problem due to slow diffusi...
In this paper we introduce a new way to approach the one-phase Stefan problem partial_t(u +chi) = ...
The asymptotic behaviour of a singular-perturbed two-phase Stefan problem due to slow diffusion in o...
13301甲第4720号博士(理学)金沢大学博士論文要旨Abstract 以下に掲載予定:Discrete and Continuous Dynamical Systems - Series S 20...
An effective time delay in the governing equations, as proposed in [8], is further examined here. Th...
The classical Stefan problem for freezing (or melting) a sphere is usually treated by assuming that ...
We study a nonlocal version of the two-phase Stefan problem, which models a phase transition problem...
In this paper we discuss a two-phase Stefan problem with convection in a non-cylindrical (time-depen...