A posteriori error estimates for fully discrete schemes for the time dependent Stokes problem
E. Bänsch , F. Karakatsani , C. G. Makridakis
Calcolo 55 ( 2) 19
2018
A Posteriori Error Control for Fully Discrete Crank--Nicolson Schemes
E. Bänsch , F. Karakatsani , Ch. Makridakis
SIAM Journal on Numerical Analysis 50 ( 6) 2845 -2872
35
2012
The effect of mesh modification in time on the error control of fully discrete approximations for parabolic equations
E. Bänsch , F. Karakatsani , Ch. Makridakis
Applied Numerical Mathematics 67 35 -63
17
2013
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
4
2012
A posteriori estimates for approximations of time-dependent Stokes equations
F. Karakatsani , C. Makridakis
Ima Journal of Numerical Analysis 27 ( 4) 741 -764
13
2007
A POSTERIORI ERROR ESTIMATES FOR FULLY DISCRETE FRACTIONAL-STEP ϑ-APPROXIMATIONS FOR THE HEAT EQUATION
FOTINI KARAKATSANI
arXiv preprint arXiv:1404.0497
2014
Edge-based nonlinear diffusion for finite element approximations of convection–diffusion equations and its relation to algebraic flux-correction schemes
Gabriel R. Barrenechea , Erik Burman , Fotini Karakatsani
Numerische Mathematik 135 ( 2) 521 -545
62
2017
Linearly implicit methods for nonlinear evolution equations
Georgios Akrivis , Ohannes Karakashian , Fotini Karakatsani
Numerische Mathematik 94 ( 3) 403 -418
9
2003
Blending low-order stabilised finite element methods: A positivity-preserving local projection method for the convection–diffusion equation
Gabriel R. Barrenechea , Erik Burman , Fotini Karakatsani
Computer Methods in Applied Mechanics and Engineering 317 1169 -1193
4
2017
Modified implicit-explicit bdf methods for nonlinear parabolic equations
Georgios Akrivis , Fotini Karakatsani
Bit Numerical Mathematics 43 ( 3) 467 -483
11
2003
A posteriori error estimates for fully discrete fractional-step ϑ-approximations for parabolic equations
Fotini Karakatsani
Ima Journal of Numerical Analysis 36 ( 3) 1334 -1361
2016
Edge-based nonlinear diffusion for finite element approximations of convection-diffusion equations and its relation to algebraic flux-correction schemes. Numerische Mathematik. pp. 1-25. ISSN 0029-599X
Gabriel R Barrenechea , Erik Burman , Fotini Karakatsani
2016
This version is available at https://strathprints. strath. ac. uk/60250
Gabriel Barrenechea , Erik Burman , Fotini Karakatsani
A posteriori error estimates for fully discrete fractional-step $\vartheta $-approximations for the heat equation
Karakatsani Fotini
arXiv preprint arXiv:1404.0497
2014