AbstractA finite element-based approximation scheme is presented for parameter estimation problems for parabolic PDEs on a two-dimensional domain. Pointwise convergence results relating the approximating subspaces to the full infinite-dimensional state space are discussed
To solve a parabolic initial-boundary value problem we apply a space-time finite element method to t...
In this paper, we derive a posteriori error estimates in the quasi-norm for the finite element appro...
Abstract. In this paper the authors consider the continuous piecewise linear finite element approxim...
Abstract. We prove pointwise a posteriori error estimates for semi- and fully-discrete finite elemen...
summary:Systems of parabolic differential equations are studied in the paper. Two a posteriori error...
Abateact-Galerkin-type method is considered for approximating solutions of the nonlinear parabolic p...
summary:The adjustment of one-dimensional space grid for a parabolic partial differential equation s...
AbstractWe consider the adaptive, or on-line, estimation of parameters in implicit and possibly dege...
Abstract. In this paper we consider a parabolic optimal control problem with a pointwise (Dirac type...
Abstract. We derive a posteriori error estimates for fully discrete approxi-mations to solutions of ...
summary:In contradistinction to former results, the error bounds introduced in this paper are given ...
Tambue A, Mukam JD. Optimal error estimate of the finite element approximation of second order semil...
This paper deals with a fully discrete scheme to approximate multidimensional singular parabolic pro...
The identification problem of diffusion coefficient in the homogenous, parabolic equation is conside...
An efficient implementation of finite element methods for free boundary parabolic problems in genera...
To solve a parabolic initial-boundary value problem we apply a space-time finite element method to t...
In this paper, we derive a posteriori error estimates in the quasi-norm for the finite element appro...
Abstract. In this paper the authors consider the continuous piecewise linear finite element approxim...
Abstract. We prove pointwise a posteriori error estimates for semi- and fully-discrete finite elemen...
summary:Systems of parabolic differential equations are studied in the paper. Two a posteriori error...
Abateact-Galerkin-type method is considered for approximating solutions of the nonlinear parabolic p...
summary:The adjustment of one-dimensional space grid for a parabolic partial differential equation s...
AbstractWe consider the adaptive, or on-line, estimation of parameters in implicit and possibly dege...
Abstract. In this paper we consider a parabolic optimal control problem with a pointwise (Dirac type...
Abstract. We derive a posteriori error estimates for fully discrete approxi-mations to solutions of ...
summary:In contradistinction to former results, the error bounds introduced in this paper are given ...
Tambue A, Mukam JD. Optimal error estimate of the finite element approximation of second order semil...
This paper deals with a fully discrete scheme to approximate multidimensional singular parabolic pro...
The identification problem of diffusion coefficient in the homogenous, parabolic equation is conside...
An efficient implementation of finite element methods for free boundary parabolic problems in genera...
To solve a parabolic initial-boundary value problem we apply a space-time finite element method to t...
In this paper, we derive a posteriori error estimates in the quasi-norm for the finite element appro...
Abstract. In this paper the authors consider the continuous piecewise linear finite element approxim...
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