Add to ORKGOptimal error estimates in L2 H1 and H2-norms are established for a single phase Stefan problem with quasilinear parabolic equation in non-divergence form by an H1-Galerkin procedure
AbstractIn this paper we study the behavior of solutions of some quasilinear parabolic equations of ...
We analyse the backward Euler-Galerkin method for linear parabolic problems, looking for quasi-optim...
AbstractParabolic systems of partial differential equations are developed and applications are discu...
Optimal error estimates in L2, H1 and H2-norm are established for a single phase Stefan problem with...
Fixing the free boundary with the help of a Landau-type transformation, a finite element Galerkin me...
Based on straightening the free boundary, an H-1-Galerkin method is proposed and analysed for a sing...
summary:The Rothe-Galerkin method is used for discretization. The rate of convergence in $C(I, L_p(G...
Fixing the free boundary with the help of a Landau-type transformation, a finite element Galerkin me...
Based on straightening the free boundary, an //'-Galerkin method is proposed and analysed for a...
We study the numerical approximation of a coupled hyperbolic-parabolic system by a family of discont...
AbstractThe present paper is concerned with the first boundary value problem for a certain class of ...
summary:The convergence of the semi-variational approximations to the solution of a mixed parabolic ...
Optimal error estimates in H1 and H2 norms for continuous-time Galerkin approximations of a single-p...
AbstractWe consider a quasi-variational inequality (q.v.i.) introduced by A. Friedman and D. Kinderl...
In this article, we have discussed a priori error estimate for the semidiscrete Galerkin approximati...
AbstractIn this paper we study the behavior of solutions of some quasilinear parabolic equations of ...
We analyse the backward Euler-Galerkin method for linear parabolic problems, looking for quasi-optim...
AbstractParabolic systems of partial differential equations are developed and applications are discu...
Optimal error estimates in L2, H1 and H2-norm are established for a single phase Stefan problem with...
Fixing the free boundary with the help of a Landau-type transformation, a finite element Galerkin me...
Based on straightening the free boundary, an H-1-Galerkin method is proposed and analysed for a sing...
summary:The Rothe-Galerkin method is used for discretization. The rate of convergence in $C(I, L_p(G...
Fixing the free boundary with the help of a Landau-type transformation, a finite element Galerkin me...
Based on straightening the free boundary, an //'-Galerkin method is proposed and analysed for a...
We study the numerical approximation of a coupled hyperbolic-parabolic system by a family of discont...
AbstractThe present paper is concerned with the first boundary value problem for a certain class of ...
summary:The convergence of the semi-variational approximations to the solution of a mixed parabolic ...
Optimal error estimates in H1 and H2 norms for continuous-time Galerkin approximations of a single-p...
AbstractWe consider a quasi-variational inequality (q.v.i.) introduced by A. Friedman and D. Kinderl...
In this article, we have discussed a priori error estimate for the semidiscrete Galerkin approximati...
AbstractIn this paper we study the behavior of solutions of some quasilinear parabolic equations of ...
We analyse the backward Euler-Galerkin method for linear parabolic problems, looking for quasi-optim...
AbstractParabolic systems of partial differential equations are developed and applications are discu...