Add to ORKGAbstract. Residual-type a posteriori error estimates in the maximum norm are given for sin-gularly perturbed semilinear reaction-diffusion equations posed in polygonal domains. Linear finite elements are considered on anisotropic triangulations. The error constants are independent of the diameters and the aspect ratios of mesh elements and of the small perturbation parameter
In this thesis we consider residual-based a posteriori error estimates in the maximum norm for the f...
We consider a singularly perturbed reaction-diffusion problem and derive and rigorously analyse an a...
Our main goal in this talk is to present residual-type a posteriori error estimates in the maximum n...
Abstract. Residual-type a posteriori error estimates in the maximum norm are given for sin-gularly p...
peer-reviewedResidual-type a posteriori error estimates in the maximum norm are given for singularly...
peer-reviewedResidual-type a posteriori error estimates in the maximum norm are given for singularly...
We derive a posteriori error estimates in the L∞((0, T];L∞(Ω)) norm for approxima-tions of solutions...
Abstract. A semilinear second-order parabolic equation is considered in a regular and a singularly-p...
We derive a posteriori error estimates in the $L_\infty((0,T];L_\infty(\Omega))$ norm for approximat...
Abstract. A singularly perturbed semilinear reaction-diffusion problem in the unit cube, is discreti...
Abstract. A singularly perturbed semilinear reaction-diffusion problem in the unit cube, is discreti...
In the recent article (Kopteva, Numer Math 137:607–642, 2017) the author obtained residual-type a po...
Abstract. A semilinear second-order parabolic equation is considered in a regular and a singularly-p...
A singularly perturbed semilinear reaction-diffusion equation, posed in the unit square, is discreti...
Abstract. We derive a posteriori error estimates for fully discrete approxi-mations to solutions of ...
In this thesis we consider residual-based a posteriori error estimates in the maximum norm for the f...
We consider a singularly perturbed reaction-diffusion problem and derive and rigorously analyse an a...
Our main goal in this talk is to present residual-type a posteriori error estimates in the maximum n...
Abstract. Residual-type a posteriori error estimates in the maximum norm are given for sin-gularly p...
peer-reviewedResidual-type a posteriori error estimates in the maximum norm are given for singularly...
peer-reviewedResidual-type a posteriori error estimates in the maximum norm are given for singularly...
We derive a posteriori error estimates in the L∞((0, T];L∞(Ω)) norm for approxima-tions of solutions...
Abstract. A semilinear second-order parabolic equation is considered in a regular and a singularly-p...
We derive a posteriori error estimates in the $L_\infty((0,T];L_\infty(\Omega))$ norm for approximat...
Abstract. A singularly perturbed semilinear reaction-diffusion problem in the unit cube, is discreti...
Abstract. A singularly perturbed semilinear reaction-diffusion problem in the unit cube, is discreti...
In the recent article (Kopteva, Numer Math 137:607–642, 2017) the author obtained residual-type a po...
Abstract. A semilinear second-order parabolic equation is considered in a regular and a singularly-p...
A singularly perturbed semilinear reaction-diffusion equation, posed in the unit square, is discreti...
Abstract. We derive a posteriori error estimates for fully discrete approxi-mations to solutions of ...
In this thesis we consider residual-based a posteriori error estimates in the maximum norm for the f...
We consider a singularly perturbed reaction-diffusion problem and derive and rigorously analyse an a...
Our main goal in this talk is to present residual-type a posteriori error estimates in the maximum n...