This thesis presents an analysis of modified finite element schemes applied to parameter dependent elliptic problems prone to locking. Two different problems of similar type are considered: the problem of anisotropic heat conduction and the thin shell problem.reviewe
Abstract. Elliptic partial differential equations (PDEs) with discontinuous diffusion coefficients o...
summary:This article deals with the estimate of exactness of finite element method which is applied ...
Computer simulations of physical phenomena are at the moment common both in science and industry. Th...
This thesis presents an analysis of modified finite element schemes applied to parameter dependent e...
This thesis develops finite element methods for parameter dependent equations. The interest lies in ...
This thesis concerns the accuracy of finite element models for shell structures. The focus is on low...
In this paper we investigated physical elliptic schemes which contribute major role for solving rea...
This dissertation addresses the accuracy of a-posteriori error estimators for finite element solutio...
A finite element method for elliptic problems with discontinuous coefficients is presented. The disc...
The contents of this thesis are a detailed study of the implementation of Finite Element method for ...
this paper we study the numerical behaviour of elliptic problems in which a small parameter is invol...
This paper is concerned with numerical analysis of a class of parameter dependent problems. Such pro...
Abstract. Elliptic PDEs with discontinuous diffusion coefficients occur in application domains such ...
In this paper we analyze the performance of the hp\GammaFinite Element Method for a cylindrical shel...
This review paper discusses the developments in immersed or unfitted finite element methods over the...
Abstract. Elliptic partial differential equations (PDEs) with discontinuous diffusion coefficients o...
summary:This article deals with the estimate of exactness of finite element method which is applied ...
Computer simulations of physical phenomena are at the moment common both in science and industry. Th...
This thesis presents an analysis of modified finite element schemes applied to parameter dependent e...
This thesis develops finite element methods for parameter dependent equations. The interest lies in ...
This thesis concerns the accuracy of finite element models for shell structures. The focus is on low...
In this paper we investigated physical elliptic schemes which contribute major role for solving rea...
This dissertation addresses the accuracy of a-posteriori error estimators for finite element solutio...
A finite element method for elliptic problems with discontinuous coefficients is presented. The disc...
The contents of this thesis are a detailed study of the implementation of Finite Element method for ...
this paper we study the numerical behaviour of elliptic problems in which a small parameter is invol...
This paper is concerned with numerical analysis of a class of parameter dependent problems. Such pro...
Abstract. Elliptic PDEs with discontinuous diffusion coefficients occur in application domains such ...
In this paper we analyze the performance of the hp\GammaFinite Element Method for a cylindrical shel...
This review paper discusses the developments in immersed or unfitted finite element methods over the...
Abstract. Elliptic partial differential equations (PDEs) with discontinuous diffusion coefficients o...
summary:This article deals with the estimate of exactness of finite element method which is applied ...
Computer simulations of physical phenomena are at the moment common both in science and industry. Th...
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