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Thomas Ranner
Thomas Ranner
Verified email at leeds.ac.uk - Homepage
Title
Cited by
Cited by
Year
Finite element analysis for a coupled bulk–surface partial differential equation
CM Elliott, T Ranner
IMA Journal of Numerical Analysis 33 (2), 337--402, 2013
1502013
Evolving surface finite element method for the Cahn–Hilliard equation
CM Elliott, T Ranner
Numerische Mathematik 129 (3), 483-534, 2015
712015
Unfitted finite element methods using bulk meshes for surface partial differential equations
K Deckelnick, CM Elliott, T Ranner
SIAM J. Numer. Anal 52 (4), 2137-2162.1095, 2014
542014
Signatures of proprioceptive control in Caenorhabditis elegans locomotion
JE Denham, T Ranner, N Cohen
Philosophical Transactions of the Royal Society B: Biological Sciences 373 …, 2018
332018
Coupled bulk-surface free boundary problems arising from a mathematical model of receptor-ligand dynamics
CM Elliott, T Ranner, C Venkataraman
SIAM Journal on Mathematical Analysis 49 (1), 360-397, 2017
322017
A unified theory for continuous-in-time evolving finite element space approximations to partial differential equations in evolving domains
CM Elliott, T Ranner
IMA Journal of Numerical Analysis 41 (3), 1696-1845, 2021
312021
A computational approach to an optimal partition problem on surfaces
CM Elliott, T Ranner
Interfaces and Free Boundaries 17 (3), 353-379, 2015
172015
A new computational method for a model of C. elegans biomechanics: Insights into elasticity and locomotion performance
N Cohen, T Ranner
arXiv preprint arXiv:1702.04988, 2017
152017
A stable finite element method for low inertia undulatory locomotion in three dimensions
T Ranner
Applied Numerical Mathematics 156, 422-445, 2020
92020
An unfitted discontinuous Galerkin scheme for conservation laws on evolving surfaces
C Engwer, T Ranner, S Westerheide
Proceedings of the Conference Algoritmy, 2016, 44-54, 2016
92016
Computational surface partial differential equations
T Ranner
University of Warwick, 2013
82013
Evolving surface finite element methods for random advection-diffusion equations
A Djurdjevac, CM Elliott, R Kornhuber, T Ranner
SIAM/ASA Journal on Uncertainty Quantification 6 (4), 1656-1684, 2018
62018
Markerless 3D spatio-temporal reconstruction of microscopic swimmers from video
F Salfelder, O Yuval, TP Ilett, DC Hogg, T Ranner, N Cohen
visual observation and analysis of vertebrate and insect behavior, 2020
52020
Intrinsic and extrinsic modulation of C. elegans locomotion
JE Denham, T Ranner, N Cohen
bioRxiv, 312132, 2018
52018
26th annual computational neuroscience meeting (CNS* 2017): Part 3
AJH Newton, AH Seidenstein, RA McDougal, A Pérez-Cervera, G Huguet, ...
BMC Neuroscience 18, 1-82, 2017
32017
A monolithic optimal control method for displacement tracking of Cosserat rod with application to reconstruction of C. elegans locomotion
Y Wang, T Ranner, TP Ilett, Y Xia, N Cohen
Computational Mechanics 71 (3), 409-432, 2023
22023
Solving reaction-diffusion equations on evolving surfaces defined by biological image data
T Bretschneider, CJ Du, CM Elliott, T Ranner, B Stinner
arXiv preprint arXiv:1606.05093, 2016
22016
3D shape reconstruction of semi-transparent worms
TP Ilett, O Yuval, T Ranner, N Cohen, DC Hogg
Proceedings of the IEEE/CVF Conference on Computer Vision and Pattern …, 2023
12023
Evolving finite elements for advection diffusion with an evolving interface
CM Elliott, T Ranner, P Stepanov
arXiv preprint arXiv:2208.04850, 2022
12022
Neuromechanical phase lag predicts material and neural control properties in Caenorhabditis elegans
JE Denham, T Ranner, N Cohen
bioRxiv, 312389, 2018
12018
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