summary:In contradistinction to former results, the error bounds introduced in this paper are given for fully discretized approximate soltuions of parabolic equations and for arbitrary curved domains. Simplicial isoparametric elements in $n$-dimensional space are applied. Degrees of accuracy of quadrature formulas are determined so that numerical integration does not worsen the optimal order of convergence in $L_2$-norm of the method
summary:Finite element methods with piecewise polynomial spaces in space for solving the nonstationa...
summary:The convergence of the finite element solution for the second order elliptic problem in the ...
summary:The convergence of the finite element solution for the second order elliptic problem in the ...
summary:In contradistinction to former results, the error bounds introduced in this paper are given ...
summary:In contradistinction to former results, the error bounds introduced in this paper are given ...
summary:Existence and finite element approximation of a hyperbolic-parabolic problem is studied. The...
summary:Existence and finite element approximation of a hyperbolic-parabolic problem is studied. The...
The linear, homogeneous, parabolic equation is solved by applying finite element discretizations in ...
Partial differential equations (PDEs) dominate mathematical models given their effectiveness and acc...
summary:Systems of parabolic differential equations are studied in the paper. Two a posteriori error...
summary:Systems of parabolic differential equations are studied in the paper. Two a posteriori error...
We present some results concerning boundary optimal control problems and related initial-boundary va...
Abateact-Galerkin-type method is considered for approximating solutions of the nonlinear parabolic p...
Abstract. We survey work on stability and smoothing estimates in maximum-norm for spatially semidisc...
summary:Systems of parabolic differential equations are studied in the paper. Two a posteriori error...
summary:Finite element methods with piecewise polynomial spaces in space for solving the nonstationa...
summary:The convergence of the finite element solution for the second order elliptic problem in the ...
summary:The convergence of the finite element solution for the second order elliptic problem in the ...
summary:In contradistinction to former results, the error bounds introduced in this paper are given ...
summary:In contradistinction to former results, the error bounds introduced in this paper are given ...
summary:Existence and finite element approximation of a hyperbolic-parabolic problem is studied. The...
summary:Existence and finite element approximation of a hyperbolic-parabolic problem is studied. The...
The linear, homogeneous, parabolic equation is solved by applying finite element discretizations in ...
Partial differential equations (PDEs) dominate mathematical models given their effectiveness and acc...
summary:Systems of parabolic differential equations are studied in the paper. Two a posteriori error...
summary:Systems of parabolic differential equations are studied in the paper. Two a posteriori error...
We present some results concerning boundary optimal control problems and related initial-boundary va...
Abateact-Galerkin-type method is considered for approximating solutions of the nonlinear parabolic p...
Abstract. We survey work on stability and smoothing estimates in maximum-norm for spatially semidisc...
summary:Systems of parabolic differential equations are studied in the paper. Two a posteriori error...
summary:Finite element methods with piecewise polynomial spaces in space for solving the nonstationa...
summary:The convergence of the finite element solution for the second order elliptic problem in the ...
summary:The convergence of the finite element solution for the second order elliptic problem in the ...