Edge-based nonlinear diffusion for finite element approximations of convection–diffusion equations and its relation to algebraic flux-correction schemes GR Barrenechea, E Burman, F Karakatsani
Numerische Mathematik 135, 521-545, 2017
67 2017 A posteriori error control for fully discrete Crank--Nicolson schemes E Bansch, F Karakatsani, C Makridakis
SIAM Journal on numerical analysis 50 (6), 2845-2872, 2012
55 2012 The effect of mesh modification in time on the error control of fully discrete approximations for parabolic equations E Bänsch, F Karakatsani, C Makridakis
Applied numerical mathematics 67, 35-63, 2013
26 2013 A posteriori estimates for approximations of time-dependent Stokes equationsF Karakatsani, C Makridakis
IMA Journal of numerical analysis 27 (4), 741-764, 2007
21 2007 Linearly implicit methods for nonlinear evolution equations G Akrivis, O Karakashian, F Karakatsani
Numerische Mathematik 94, 403-418, 2003
17 2003 Modified implicit–explicit BDF methods for nonlinear parabolic equations G Akrivis, F Karakatsani
BIT Numerical Mathematics 43, 467-483, 2003
14 2003 Blending low-order stabilised finite element methods: A positivity-preserving local projection method for the convection–diffusion equation GR Barrenechea, E Burman, F Karakatsani
Computer Methods in Applied Mechanics and Engineering 317, 1169-1193, 2017
13 2017 A posteriori error estimates for fully discrete schemes for the time dependent Stokes problem E Baensch, F Karakatsani, CG Makridakis
Calcolo 55, 1-32, 2018
8 2018 A posteriori error estimates for the fractional-step ϑ-scheme for linear parabolic equations F Karakatsani
IMA Journal of Numerical Analysis 32 (1), 141-162, 2012
7 2012 A posteriori error estimates for fully discrete fractional-step ϑ -approximations for parabolic equationsF Karakatsani
IMA Journal of Numerical Analysis 36 (3), 1334-1361, 2016
2016 Edge-based nonlinear diffusion for finite element approximations of convection-diffusion equations and its relation to algebraic flux-correction schemes. Numerische Mathematik … GR Barrenechea, E Burman, F Karakatsani
2016 A posteriori error estimates for fully discrete fractional-step K Fotini
arXiv preprint arXiv:1404.0497, 2014
2014 A POSTERIORI ERROR ESTIMATES FOR FULLY DISCRETE FRACTIONAL-STEP ϑ-APPROXIMATIONS FOR THE HEAT EQUATION F KARAKATSANI
arXiv preprint arXiv:1404.0497, 2014
2014 This version is available at https://strathprints. strath. ac. uk/60250 G Barrenechea, E Burman, F Karakatsani
Erik BurmanChair of Computational Mathematics, University College LondonAdresse e-mail validée de ucl.ac.uk
