Add to ORKGAbstract. We consider the finite element method applied to nonlinear Sobolev equation with smooth data and demonstrate for arbitrary order (k ≥ 2) finite el-ement spaces the optimal rate of convergence in L
Denoting by S the sharp constant in the Sobolev inequality in W1,2 0 (B), being B the unit ball in ℝ...
Tambue A, Mukam JD. Optimal error estimate of the finite element approximation of second order semil...
A finite element Galerkin method for a diffusion equation with constrained energy and nonlinear boun...
AbstractWe derive optimal L2 error estimates for semi-discrete finite element methods for nonlinear ...
AbstractIn this note we derive optimal error estimates for finite element approximations of a restri...
Abateact-Galerkin-type method is considered for approximating solutions of the nonlinear parabolic p...
Finite element semidiscrete approximations on nonlinear dynamic shallow shell models in considered. ...
We prove an optimal order error bound in the discrete H2 (Ω) norm for finite difference approximatio...
Interior estimates are proved in the L ∞ norm for stable finite element discretizations of the Stoke...
We discretize the nonlinear Schrödinger equation, with Dirichlet boundary conditions, by a linearly ...
We prove an optimal-order error bound in the discrete $H^2(\Omega)$ norm for finite difference appro...
AbstractTwo-dimensional linear elasticity problems are approximately solved by a mixed finite-elemen...
Abstract. We discretize the nonlinear Schrödinger equation, with Dirichlet boundary conditions, by ...
Finite element semidiscrete approximations on nonlinear dynamic shallow shell models in considered. ...
Abstract. In this paper we consider finite element methods for nonlinear hyperbolic integro-differen...
Denoting by S the sharp constant in the Sobolev inequality in W1,2 0 (B), being B the unit ball in ℝ...
Tambue A, Mukam JD. Optimal error estimate of the finite element approximation of second order semil...
A finite element Galerkin method for a diffusion equation with constrained energy and nonlinear boun...
AbstractWe derive optimal L2 error estimates for semi-discrete finite element methods for nonlinear ...
AbstractIn this note we derive optimal error estimates for finite element approximations of a restri...
Abateact-Galerkin-type method is considered for approximating solutions of the nonlinear parabolic p...
Finite element semidiscrete approximations on nonlinear dynamic shallow shell models in considered. ...
We prove an optimal order error bound in the discrete H2 (Ω) norm for finite difference approximatio...
Interior estimates are proved in the L ∞ norm for stable finite element discretizations of the Stoke...
We discretize the nonlinear Schrödinger equation, with Dirichlet boundary conditions, by a linearly ...
We prove an optimal-order error bound in the discrete $H^2(\Omega)$ norm for finite difference appro...
AbstractTwo-dimensional linear elasticity problems are approximately solved by a mixed finite-elemen...
Abstract. We discretize the nonlinear Schrödinger equation, with Dirichlet boundary conditions, by ...
Finite element semidiscrete approximations on nonlinear dynamic shallow shell models in considered. ...
Abstract. In this paper we consider finite element methods for nonlinear hyperbolic integro-differen...
Denoting by S the sharp constant in the Sobolev inequality in W1,2 0 (B), being B the unit ball in ℝ...
Tambue A, Mukam JD. Optimal error estimate of the finite element approximation of second order semil...
A finite element Galerkin method for a diffusion equation with constrained energy and nonlinear boun...