Add to ORKGWe review some recent work concerning an ill–posed forward–backward parabolic equation, which arises e.g. in the theory of phase transitions. Some new results are also presented, concerning local existence and uniqueness of solutions within a certain class of physical interest, and a hint of their proofs is given
We study the forward-backward problems which arise in many applications in physical and biological p...
In this note we give existence and uniqueness result for some elliptic problems depending on a small...
We prove the existence of weak solutions for a 3D phase change model introduced by Michel Fre´mond i...
We discuss some properties of a forward-backward parabolic problem that arises in models of phase tr...
In this paper we study a two-phase problem for a forward-backward parabolic equation with diffusion ...
We discuss some qualitative aspects of a forward-backward parabolic problem that has been introduced...
This article deals with the Cauchy problem for a forward–backward parabolic equation, which is of in...
We give a brief overview of the results obtained for forward--backward parabolic equations of cubic ...
Abstract. We analyze numerically a forward-backward diffusion equation with a cubic-like diffusion f...
A general system of abstract nonlinear parabolic equations deriving from phase-field models of heat ...
We analyze numerically a forward-backward diffusion equation with a cubic-like diffusion function-em...
International audienceWe analyze numerically a forward-backward diffusion equation with a cubic-like...
We study the equation ut = [φ(u)]xx + ϵ[ψ(u)]txx with suitable boundary conditions and a nonnegative...
We study a quasilinear parabolic equation of forward-backward type in one space dimension, under ass...
In this paper, we introduce a model describing diffusion of species by a suitable regularization of ...
We study the forward-backward problems which arise in many applications in physical and biological p...
In this note we give existence and uniqueness result for some elliptic problems depending on a small...
We prove the existence of weak solutions for a 3D phase change model introduced by Michel Fre´mond i...
We discuss some properties of a forward-backward parabolic problem that arises in models of phase tr...
In this paper we study a two-phase problem for a forward-backward parabolic equation with diffusion ...
We discuss some qualitative aspects of a forward-backward parabolic problem that has been introduced...
This article deals with the Cauchy problem for a forward–backward parabolic equation, which is of in...
We give a brief overview of the results obtained for forward--backward parabolic equations of cubic ...
Abstract. We analyze numerically a forward-backward diffusion equation with a cubic-like diffusion f...
A general system of abstract nonlinear parabolic equations deriving from phase-field models of heat ...
We analyze numerically a forward-backward diffusion equation with a cubic-like diffusion function-em...
International audienceWe analyze numerically a forward-backward diffusion equation with a cubic-like...
We study the equation ut = [φ(u)]xx + ϵ[ψ(u)]txx with suitable boundary conditions and a nonnegative...
We study a quasilinear parabolic equation of forward-backward type in one space dimension, under ass...
In this paper, we introduce a model describing diffusion of species by a suitable regularization of ...
We study the forward-backward problems which arise in many applications in physical and biological p...
In this note we give existence and uniqueness result for some elliptic problems depending on a small...
We prove the existence of weak solutions for a 3D phase change model introduced by Michel Fre´mond i...