Topics
Finite Element MethodTopical concept
Theory, error-bound and applications of Discrete Finite Element Method is given to solve a class of linear one and two-dimensional parabolic problems on Sobolev space-time domains, with non-homogeneous discontinuous initial data and general boundary conditions.</span
9.1 Introduction The finite element method may be used to solve time-dependent problems as well as s...
AbstractA spectral element method for solving parabolic initial boundary value problems on smooth do...
Abstract. In this paper the authors consider the continuous piecewise linear finite element approxim...
Theory, error-bound and applications of Discrete Finite Element Method is given to solve a class of ...
An efficient implementation of finite element methods for free boundary parabolic problems in genera...
Abstract. We approximate the solution of initial boundary value problems of semilinear parabolic equ...
A posteriori error estimates for a nonlinear parabolic problem are introduced. A fully discrete sche...
summary:We introduce and study various discontinuous Galerkin (DG) finite element approximations for...
Provides insight in to the mathematics of Galerkin finite element method as applied to parabolic equ...
Abstract. In this paper we present an error analysis of an Eulerian finite element method for solvin...
In this article, we propose and analyze conforming and discontinuous Galerkin (DG) finite element me...
To solve a parabolic initial-boundary value problem we apply a space-time finite element method to t...
An error estimate is presented for a fully discrete, linearized and stabilized finite element method...
Abstract The main goal of the paper is to establish time semidiscrete and space-time fully discrete ...
We study space-time fully discrete maximal parabolic regularity for second order advection-diffusion...
9.1 Introduction The finite element method may be used to solve time-dependent problems as well as s...
AbstractA spectral element method for solving parabolic initial boundary value problems on smooth do...
Abstract. In this paper the authors consider the continuous piecewise linear finite element approxim...
Theory, error-bound and applications of Discrete Finite Element Method is given to solve a class of ...
An efficient implementation of finite element methods for free boundary parabolic problems in genera...
Abstract. We approximate the solution of initial boundary value problems of semilinear parabolic equ...
A posteriori error estimates for a nonlinear parabolic problem are introduced. A fully discrete sche...
summary:We introduce and study various discontinuous Galerkin (DG) finite element approximations for...
Provides insight in to the mathematics of Galerkin finite element method as applied to parabolic equ...
Abstract. In this paper we present an error analysis of an Eulerian finite element method for solvin...
In this article, we propose and analyze conforming and discontinuous Galerkin (DG) finite element me...
To solve a parabolic initial-boundary value problem we apply a space-time finite element method to t...
An error estimate is presented for a fully discrete, linearized and stabilized finite element method...
Abstract The main goal of the paper is to establish time semidiscrete and space-time fully discrete ...
We study space-time fully discrete maximal parabolic regularity for second order advection-diffusion...
9.1 Introduction The finite element method may be used to solve time-dependent problems as well as s...
AbstractA spectral element method for solving parabolic initial boundary value problems on smooth do...
Abstract. In this paper the authors consider the continuous piecewise linear finite element approxim...
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