B. Kehlet

发表

Quantifying the Computability of the Lorenz System Using a posteriori analysis

A. Logg, B. Kehlet, 2013 .

Code package for the paper "A posteriori error analysis of round-off errors in the numerical solution of ordinary differential equations"

Anders Logg, Benjamin Kehlet, A. Logg, 2015 .

Supporting computer code for 'The FEniCS Project Version 1.5' (release notes)

Anders Logg, Marie E. Rognes, Garth N. Wells, 2015 .

QUANTIFYING THE COMPUTABILITY OF THE LORENZ SYSTEM

Anders Logg, Benjamin Kehlet, A. Logg, 2013, 1306.2782.

Analysis and implementation of high-precision finite element methods for ordinary differential equations with application to the Lorenz system

B. Kehlet, 2010 .

The FEniCS Project Version 1.5

Anders Logg, Marie E. Rognes, Garth N. Wells, 2015 .

Interstitial solute transport in 3D reconstructed neuropil occurs by diffusion rather than bulk flow

Anders M. Dale, Anna Devor, Terrence J. Sejnowski, 2017, Proceedings of the National Academy of Sciences.

A posteriori error analysis of round-off errors in the numerical solution of ordinary differential equations

Anders Logg, Benjamin Kehlet, A. Logg, 2015, Numerical Algorithms.

Multimesh finite element methods: Solving PDEs on multiple intersecting meshes

Mats G. Larson, Anders Logg, August Johansson, 2018, Computer Methods in Applied Mechanics and Engineering.

Numerical study of intrathecal drug delivery to a permeable spinal cord: effect of catheter position and angle

E. Sinibaldi, M. Rognes, K. Mardal, 2017, Computer methods in biomechanics and biomedical engineering.