Joe Pitt‐Francis

University of Oxford — United Kingdom

Mathematics · Physical Sciences

27h-index3.2kcitations113works1.62yr avg
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Research Topics

Mathematical Biology Tumor Growth(21), Cardiac electrophysiology and arrhythmias(16), Gene Regulatory Network Analysis(12), Distributed and Parallel Computing Systems(11), Cellular Mechanics and Interactions(9)

Publications113 total

Standing margin of stability as a measure of balance for people with multiple sclerosis
Clinical Biomechanics·2025Open Access
Open Benchmarking for Cell-Based Multiscale Models: Lessons from a Community Initiative
2025Open Access
Characterising the Behaviour of a Structured PDE Model of the Cell Cycle in Contrast to a Corresponding ODE System
Bulletin of Mathematical Biology·2025· 2 citedOpen Access
Key Structural Features of Microvascular Networks Leading to the Formation of Multiple Equilibria
Bulletin of Mathematical Biology·2025Open Access
Homogenization of Nonlinear Blood Flow in Periodic Networks: The Limit of Small Haematocrit Heterogeneity
Multiscale Modeling and Simulation·2024
Characterising Cancer Cell Responses to Cyclic Hypoxia Using Mathematical Modelling
Bulletin of Mathematical Biology·2024· 5 citedOpen Access
Characterising cancer cell responses to cyclic hypoxia using mathematical modelling
2024Open Access
Using a probabilistic approach to derive a two-phase model of flow-induced cell migration
Biophysical Journal·2024· 7 citedOpen Access
Enhanced perfusion following exposure to radiotherapy: A theoretical investigation
PLoS Computational Biology·2024· 2 citedOpen Access
Homogenisation of nonlinear blood flow in periodic networks: the limit of small haematocrit heterogeneity
arXiv (Cornell University)·2024Open Access
Enhanced perfusion following exposure to radiotherapy: a theoretical investigation (revised manuscript data)
Zenodo (CERN European Organization for Nuclear Research)·2023Open Access
A mathematical framework for the emergence of winners and losers in cell competition
Journal of Theoretical Biology·2023· 4 citedOpen Access
Enhanced perfusion following exposure to radiotherapy: a theoretical investigation (revised manuscript data)
Zenodo (CERN European Organization for Nuclear Research)·2023Open Access
Using a probabilistic approach to derive a two-phase model of flow-induced cell migration
arXiv (Cornell University)·2023Open Access
Enhanced perfusion following exposure to radiotherapy: a theoretical investigation
2023Open Access
Enhanced perfusion following exposure to radiotherapy: a theoretical investigation (data)
Zenodo (CERN European Organization for Nuclear Research)·2023Open Access
Corrigendum to “A DNA-structured mathematical model of cell-cycle progression in cyclic hypoxia” [J. Theor. Biol. 545 (2022) 111104]
Journal of Theoretical Biology·2023
A mathematical framework for the emergence of winners and losers in cell competition
2023· 1 citedOpen Access
Structural Features of Microvascular Networks Trigger Blood Flow Oscillations
Bulletin of Mathematical Biology·2022· 11 citedOpen Access
A DNA-structured mathematical model of cell-cycle progression in cyclic hypoxia
Journal of Theoretical Biology·2022· 22 cited
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Frequent Co-authors

David J. Gavaghan(21), Miguel O. Bernabéu(15), James M. Osborne(15), Helen M. Byrne(15), Philip K. Maini(14), Jonathan Cooper(13), Pras Pathmanathan(10), Alexander G. Fletcher(9), Gary R. Mirams(8), Rafel Bordas(8), Blanca Rodríguez(6), Jonathan Whiteley(6), Yohan Davit(5), James Southern(5), Alan Garny(5), James A. Grogan(5), Anthony J. Connor(5), Alberto Corrias(3), Philip J. Murray(3), A. Walter(3)