@ARTICLE{
author={Linss Torsten,Radojev Goran S},
year={2024},
title={Maximum-Norm a Posteriori Error Bounds for an Extrapolated Upwind Scheme Applied to a Singularly Perturbed Convection-Diffusion Problem},
journal={MEDITERRANEAN JOURNAL OF MATHEMATICS},
volume={21},
number={5},
pages={-},
document_type={Article},
} 

@ARTICLE{
author={Linss Torsten,Kopteva Natalia,Radojev Goran S,Ossadnik Martin},
year={2024},
title={A Review of Maximum-Norm a Posteriori Error Bounds for Time-Semidiscretisations of Parabolic Equations},
journal={ELECTRONIC TRANSACTIONS ON NUMERICAL ANALYSIS},
volume={60},
number={},
pages={99-122},
document_type={Review},
} 

@ARTICLE{
author={Linss Torsten,Ossadnik Martin,Radojev Goran S},
year={2023},
title={A unified approach to maximum-norm a posteriori error estimation for second-order time discretizations of parabolic equations},
journal={IMA JOURNAL OF NUMERICAL ANALYSIS},
volume={44},
number={3},
pages={1644-1659},
document_type={Article},
} 

@ARTICLE{
author={Radojev Goran S,Linss Torsten},
year={2019},
title={Maximum-norm a posteriori error bounds for a collocation method applied to a singularly perturbed reaction-diffusion problem in three dimensions},
journal={NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS},
volume={35},
number={6},
pages={2305-2317},
document_type={Article},
} 

@ARTICLE{
author={Radojev Goran S,Linss Torsten},
year={2018},
title={A posteriori maximum-norm error bounds for the biquadratic spline collocation method applied to reaction-diffusion problems},
journal={COMPUTATIONAL & APPLIED MATHEMATICS},
volume={37},
number={4},
pages={4730-4742},
document_type={Article},
} 

@ARTICLE{
author={Linss Torsten,Radojev Goran S},
year={2016},
title={Robust a Posteriori Error Bounds for Spline Collocation Applied to Singularly Perturbed Reaction-Diffusion Problems},
journal={ELECTRONIC TRANSACTIONS ON NUMERICAL ANALYSIS},
volume={45},
number={},
pages={342-353},
document_type={Article},
} 

@ARTICLE{
author={Linss Torsten,Radojev Goran S,Zarin Helena},
year={2012},
title={Approximation of singularly perturbed reaction-diffusion problems by quadratic C-1-splines},
journal={NUMERICAL ALGORITHMS},
volume={61},
number={1},
pages={35-55},
document_type={Article},
}