J. Sherratt

H. V. Waugh, J. Sherratt, Helen V. Waugh, 2007, Wound repair and regeneration : official publication of the Wound Healing Society [and] the European Tissue Repair Society.

Models of epidermal wound healing

Jonathan A. Sherratt, J. Murray, J. Sherratt, 1990, Proceedings of the Royal Society of London. Series B: Biological Sciences.

Epidermal wound healing: a theoretical approach

J. Murray, J. Sherratt, 1992 .

The Effects of the Size and Shape of Landscape Features on the Formation of Traveling Waves in Cyclic Populations

J A Sherratt, J. Sherratt, T. Sherratt, 2003, The American Naturalist.

Spatio-temporal Models of Lymphangiogenesis in Wound Healing

Kevin J. Painter, Jonathan A. Sherratt, K. Painter, 2016, Bulletin of mathematical biology.

Lipoprotein oxidation and its significance for atherosclerosis: A mathematical approach

J A Sherratt, S. Maxwell, J. Sherratt, 2002, Bulletin of mathematical biology.

Metastability as a Coexistence Mechanism in a Model for Dryland Vegetation Patterns

J. Sherratt, L. Eigentler, 2019, Bulletin of Mathematical Biology.

Spatial self-organisation enables species coexistence in a model for savanna ecosystems.

J. Sherratt, L. Eigentler, 2019, Journal of theoretical biology.

Long-distance seed dispersal affects the resilience of banded vegetation patterns in semi-deserts.

Jamie J. R. Bennett, J. Sherratt, 2019, Journal of theoretical biology.

When does colonisation of a semi-arid hillslope generate vegetation patterns?

Jonathan A. Sherratt, J. Sherratt, 2016, Journal of mathematical biology.

Using wavelength and slope to infer the historical origin of semiarid vegetation bands

Jonathan A. Sherratt, J. Sherratt, 2015, Proceedings of the National Academy of Sciences.

VEGETATION PATTERNS AND DESERTIFICATION WAVES IN SEMI-ARID ENVIRONMENTS: MATHEMATICAL MODELS BASED ON LOCAL FACILITATION IN PLANTS

J. Sherratt, A. Synodinos, 2012 .

Nonlinear dynamics and pattern bifurcations in a model for vegetation stripes in semi-arid environments.

G. Lord, J. Sherratt, Jonathan A Sherratt, 2007, Theoretical population biology.

A mathematical model for fibro-proliferative wound healing disorders.

J A Sherratt, P K Maini, P. Maini, 1996, Bulletin of mathematical biology.

Control of epidermal stem cell clusters by Notch-mediated lateral induction.

Nicholas J Savill, J. Sherratt, N. Savill, 2003, Developmental biology.

Seasonal forcing and multi-year cycles in interacting populations: lessons from a predator–prey model

J. Sherratt, A. White, Rachel A. Taylor, 2013, Journal of mathematical biology.

Generation of periodic travelling waves in cyclic populations by hostile boundaries

J. Sherratt, 2013, Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences.

Turing bifurcations with a temporally varying diffusion coefficient

Jonathan A. Sherratt, J. Sherratt, 1995 .

Oscillatory reaction-diffusion equations with temporally varying parameters

J. Sherratt, S. Webb, S. Webb, 2004 .

populations by hostile boundaries Generation of periodic travelling waves in cyclic

J. Sherratt, 2013 .

Seasonal forcing in a host-macroparasite system.

J. Sherratt, Rachel A. Taylor, A. White, 2015, Journal of theoretical biology.

Modeling the effects of transforming growth factor‐β on extracellular matrix alignment in dermal wound repair

J A Sherratt, P K Maini, P. Maini, 2001, Wound repair and regeneration : official publication of the Wound Healing Society [and] the European Tissue Repair Society.

Boundedness of solutions of a non-local reaction–diffusion model for adhesion in cell aggregation and cancer invasion

Stephen A. Gourley, Kevin J. Painter, Jonathan A. Sherratt, 2009, European Journal of Applied Mathematics.

Diffusion-driven instabilities and emerging spatial patterns in patchy landscapes

J. Sherratt, F. Lutscher, C. Cobbold, 2015 .

Locating the transition from periodic oscillations to spatiotemporal chaos in the wake of invasion

J. Sherratt, J. Rademacher, Matthew J. Smith, 2009, Proceedings of the National Academy of Sciences.

Using Numerical Bifurcation Analysis to Study Pattern Formation in Mussel Beds

J. Sherratt, 2016 .

A Mathematical Biologist’s Guide to Absolute and Convective Instability

J. Sherratt, F. Hilker, Ayawoa S Dagbovie, 2014, Bulletin of mathematical biology.

Sherratt speeds patterns with the largest possible propagation banded vegetation in semi-arid environments II : Pattern solutions of the Klausmeier model for

J. Sherratt, 2011 .

Author ' s personal copy Numerical continuation methods for studying periodic travelling wave ( wavetrain ) solutions of partial differential equations

J. Sherratt, 2011 .

History-dependent patterns of whole ecosystems

J. Sherratt, 2013 .

Calculation of Periodic Travelling Wave Stability: A Users' Guide

J. Sherratt, 2012 .

Pattern solutions of the Klausmeier model for banded vegetation in semi-arid environments III: The transition between homoclinic solutions

J. Sherratt, 2013 .

Disease effects on reproduction can cause population cycles in seasonal environments

M. Begon, J. Sherratt, A. White, 2008, The Journal of animal ecology.

Delayed induced silica defences in grasses and their potential for destabilising herbivore population dynamics

Jennifer J. H. Reynolds, J. Sherratt, A. White, 2012, Oecologia.

Modelling tumour acidity and invasion.

J. Sherratt, S. Webb, R. Fish, 2001, Novartis Foundation symposium.

Wound Healing in the Corneal Epithelium: Biological Mechanisms and Mathematical Models

P. Maini, E. Gaffney, J. Sherratt, 1997 .

Analysis of a model for banded vegetation patterns in semi-arid environments with nonlocal dispersal

J. Sherratt, L. Eigentler, 2018, Journal of Mathematical Biology.

Travelling wave solutions to a haptotaxis-dominated model of malignant invasion

J. Sherratt, B. Marchant, J. Norbury, 2001 .

Mathematical modelling of capsule formation and multinodularity in benign tumour growth

J. Sherratt, A. Perumpanani, J. Norbury, 1997 .

Stress-induced alignment of actin filaments and the mechanics of cytogel.

J. Sherratt, J. Lewis, 1993, Bulletin of mathematical biology.

Numerical continuation of boundaries in parameter space between stable and unstable periodic travelling wave (wavetrain) solutions of partial differential equations

J. Sherratt, 2012, Advances in Computational Mathematics.

Long-range seed dispersal enables almost stationary patterns in a model for dryland vegetation

J. Sherratt, L. Eigentler, 2022, Journal of Mathematical Biology.

Analysis of a model for banded vegetation patterns in semi-arid environments with nonlocal dispersal

J. Sherratt, L. Eigentler, 2018, Journal of Mathematical Biology.

Stability Switches in a Host–Pathogen Model as the Length of a Time Delay Increases

Jennifer J. H. Reynolds, J. Sherratt, A. White, 2013, Journal of Nonlinear Science.

Delayed induced silica defences in grasses and their potential for destabilising herbivore population dynamics

Jennifer J. H. Reynolds, J. Sherratt, A. White, 2012, Oecologia.

Pattern Solutions of the Klausmeier Model for Banded Vegetation in Semiarid Environments V: The Transition from Patterns to Desert

Jonathan A. Sherratt, J. Sherratt, 2013, SIAM J. Appl. Math..

Mathematical modelling of tumour acidity: regulation of intracellular pH.

J. Sherratt, S. Webb, R. Fish, 1999, Journal of theoretical biology.

Dictyostelium discoideum: cellular self-organization in an excitable biological medium

J A Sherratt, P K Maini, T Höfer, 1995, Proceedings of the Royal Society of London. Series B: Biological Sciences.

Mathematical modeling of corneal epithelial wound healing.

J A Sherratt, P K Maini, P. Maini, 1994, Mathematical biosciences.

Simple modelling of extracellular matrix alignment in dermal wound healing I. cell flux induced alignment

Philip K. Maini, Luke Olsen, Jonathan A. Sherratt, 1998 .

Periodic travelling waves in cyclic populations: field studies and reaction–diffusion models

J. Sherratt, Matthew J. Smith, Matthew J Smith, 2008, Journal of The Royal Society Interface.

Spatiotemporal Patterning in Models of Juxtacrine Intercellular Signalling with Feedback

Markus R. Owen, Jonathan A. Sherratt, Nicholas A.M. Monk, 2001 .

Lateral induction by juxtacrine signaling is a new mechanism for pattern formation.

J A Sherratt, M. Owen, J. Sherratt, 2000, Developmental biology.

MATHEMATICAL MODELLING OF MACROPHAGE DYNAMICS IN TUMOURS

Markus R. Owen, Jonathan A. Sherratt, M. Owen, 1999 .

Modelling the macrophage invasion of tumours: effects on growth and composition.

J A Sherratt, M. Owen, J. Sherratt, 1998, IMA journal of mathematics applied in medicine and biology.

Pattern formation and spatiotemporal irregularity in a model for macrophage-tumour interactions.

J A Sherratt, M. Owen, J. Sherratt, 1997, Journal of theoretical biology.

Unstable wavetrains and chaotic wakes in reaction-diffusion systems of l-Ω type

J. Sherratt, 1995 .

Irregular wakes in reaction-diffusion waves

J. Sherratt, 1994 .

Mathematical analysis of a basic model for epidermal wound healing

J D Murray, J A Sherratt, J. Murray, 1991, Journal of mathematical biology.

Mathematical modelling of juxtacrine cell signalling.

J A Sherratt, M. Owen, J. Sherratt, 1998, Mathematical biosciences.

Stability Switches in a Host–Pathogen Model as the Length of a Time Delay Increases

Andrew White, Jonathan A. Sherratt, Jennifer J. H. Reynolds, 2013, J. Nonlinear Sci..

Seasonal forcing and multi-year cycles in interacting populations: lessons from a predator–prey model

J. Sherratt, A. White, Rachel A. Taylor, 2013, Journal of mathematical biology.

Mathematical modelling of anisotropy in fibrous connective tissue.

J A Sherratt, P K Maini, P. Maini, 1999, Mathematical biosciences.

A comparison of two numerical methods for oscillatory reaction-diffusion systems☆

J. Sherratt, 1997 .

Diffusion driven instability in an inhomogeneous domain

Philip K. Maini, Jonathan A. Sherratt, P. Maini, 1993 .

Role of fibroblast migration in collagen fiber formation during fetal and adult dermal wound healing.

P. Maini, J. Sherratt, P. D. Dale, 1997, Bulletin of mathematical biology.

A mathematical model for collagen fibre formation during foetal and adult dermal wound healing

P. Maini, J. Sherratt, P. D. Dale, 1996, Proceedings of the Royal Society of London. Series B: Biological Sciences.

Mathematical modelling of nitric oxide activity in wound healing can explain keloid and hypertrophic scarring.

J A Sherratt, J. Sherratt, C. Cobbold, 2000, Journal of theoretical biology.

Biological implications of a discrete mathematical model for collagen deposition and alignment in dermal wound repair.

P. Maini, J. Sherratt, J. Dallon, 2000, IMA journal of mathematics applied in medicine and biology.

Cells behaving badly: a theoretical model for the Fas/FasL system in tumour immunology.

J. Sherratt, S. Webb, Jonathan A Sherratt, 2002, Mathematical biosciences.

The impact of adhesion on cellular invasion processes in cancer and development.

Kevin J Painter, Nicola J Armstrong, K. Painter, 2010, Journal of theoretical biology.

Article Commentary: Epidermal Wound Healing: The Clinical Implications of a Simple Mathematical Model

J A Sherratt, J. Murray, J. Sherratt, 1992, Cell transplantation.

The mean values of the Weierstrass elliptic function ℘: Theory and application

J. Sherratt, Y. Brezhnev, 2013 .

Alterations in proteolytic activity at low pH and its association with invasion: A theoretical model

J. Sherratt, S. Webb, R. Fish, 1999, Clinical & Experimental Metastasis.

Extracellular matrix-mediated chemotaxis can impede cell migration

J. Sherratt, A. Perumpanani, J. Norbury, 1998, Proceedings of the Royal Society of London. Series B: Biological Sciences.

Actin aggregation and embryonic epidermal wound healing

J. Sherratt, 1993, Journal of mathematical biology.

A mathematical model for lymphangiogenesis in normal and diabetic wounds.

K. Painter, J. Sherratt, Arianna Bianchi, 2015, Journal of theoretical biology.

Propagating fronts in the complex Ginzburg-Landau equation generate fixed-width bands of plane waves.

J. Sherratt, Matthew J. Smith, 2009, Physical review. E, Statistical, nonlinear, and soft matter physics.

Spatio-temporal Models of Lymphangiogenesis in Wound Healing

K. Painter, J. Sherratt, Arianna Bianchi, 2016, Bulletin of Mathematical Biology.

The effects of obstacle size on periodic travelling waves in oscillatory reaction–diffusion equations

Nicola J Armstrong, J. Sherratt, N. Armstrong, 2008, Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences.

Traveling Wave Solutions of a Mathematical Model for Tumor Encapsulation

Jonathan A. Sherratt, J. Sherratt, 1999, SIAM J. Appl. Math..

Oscillatory and chaotic wakes behind moving boundaries in reaction–diffusion systems

J. Sherratt, 1996 .

On the Propagation of Calcium Waves in an Inhomogeneous Medium

James Sneyd, Jonathan A. Sherratt, J. Sherratt, 1997, SIAM J. Appl. Math..

Chemotaxis and chemokinesis in eukaryotic cells: the Keller-Segel equations as an approximation to a detailed model.

J. Sherratt, 1994, Bulletin of mathematical biology.

Numerical continuation of boundaries in parameter space between stable and unstable periodic travelling wave (wavetrain) solutions of partial differential equations

Jonathan A. Sherratt, J. Sherratt, 2013, Adv. Comput. Math..

A mechanochemical model for adult dermal wound contraction

Philip K. Maini, Jonathan A. Sherratt, P. Maini, 1995 .

A mechanochemical model for adult dermal wound contraction and the permanence of the contracted tissue displacement profile.

J A Sherratt, P K Maini, P. Maini, 1995, Journal of theoretical biology.

Mathematical modelling of extracellular matrix dynamics using discrete cells: fiber orientation and tissue regeneration.

J A Sherratt, P K Maini, P. Maini, 1999, Journal of theoretical biology.

Oscillations and chaos behind predator–prey invasion: mathematical artifact or ecological reality?

Jonathan A. Sherratt, Mark A. Lewis, J. Sherratt, 1997 .

Adding Adhesion to a Chemical Signaling Model for Somite Formation

Kevin J Painter, Nicola J Armstrong, K. Painter, 2009, Bulletin of mathematical biology.

Periodic Traveling Waves Generated by Invasion in Cyclic Predator-Prey Systems: The Effect of Unequal Dispersal

Jonathan A. Sherratt, Jamie J. R. Bennett, J. Sherratt, 2017, SIAM J. Appl. Math..

Cellular pattern formation during Dictyostelium aggregation

Philip K. Maini, Jonathan A. Sherratt, Thomas Höfer, 1995 .

Modelling the movement of interacting cell populations.

Kevin J Painter, K. Painter, J. Sherratt, 2003, Journal of theoretical biology.

Delayed Density‐Dependent Season Length Alone Can Lead to Rodent Population Cycles

M. Begon, J. Sherratt, A. White, 2006, The American Naturalist.

Absolute stability and dynamical stabilisation in predator-prey systems

J. Sherratt, Jonathan A Sherratt, Ayawoa S Dagbovie, 2014, Journal of mathematical biology.

Absolute stability and dynamical stabilisation in predator-prey systems

J. Sherratt, Ayawoa S. Dagbovie, 2013, Journal of Mathematical Biology.

Numerical continuation methods for studying periodic travelling wave (wavetrain) solutions of partial differential equations

Jonathan A. Sherratt, J. Sherratt, 2012, Appl. Math. Comput..

Current Challenges for Mathematical Modelling of Cyclic Populations

J. Sherratt, R. Tyson, Hao Wang, 2013 .

Chemical control of eukaryotic cell movement: a new model.

J A Sherratt, J. Murray, J. Sherratt, 1993, Journal of theoretical biology.

Impact of different destocking strategies on the resilience of dry rangelands

J. Sherratt, A. Mayor, M. Baudena, 2023, Ecology and evolution.

How do dispersal rates affect the transition from periodic to irregular spatio-temporal oscillations in invasive predator-prey systems?

Jonathan A. Sherratt, Jamie J. R. Bennett, J. Sherratt, 2019, Appl. Math. Lett..

A comparison of periodic travelling wave generation by Robin and Dirichlet boundary conditions in oscillatory reaction–diffusion equations

J. Sherratt, 2008 .

The effects of unequal diffusion coefficients on periodic travelling waves in oscillatory reaction–diffusion systems

Jonathan A. Sherratt, J. Sherratt, Matthew J. Smith, 2007 .

Periodic travelling waves in cyclic predator–prey systems

Jonathan A. Sherratt, J. Sherratt, 2001 .

Invading wave fronts and their oscillatory wakes are linked by a modulated travelling phase resetting wave

Jonathan A. Sherratt, J. Sherratt, 1998 .

Spatial Noise Stabilizes Periodic Wave Patterns in Oscillatory Systems on Finite Domains

Alison L. Kay, Jonathan A. Sherratt, J. Sherratt, 2000, SIAM J. Appl. Math..

A Mathematical Biologist’s Guide to Absolute and Convective Instability

J. Sherratt, F. Hilker, Ayawoa S. Dagbovie, 2014, Bulletin of mathematical biology.

Effects of precipitation intermittency on vegetation patterns in semi-arid landscapes

J. Sherratt, L. Eigentler, 2019, Physica D: Nonlinear Phenomena.

An integrodifference model for vegetation patterns in semi-arid environments with seasonality

J. Sherratt, L. Eigentler, 2019, Journal of Mathematical Biology.

Pattern selection and hysteresis in the Rietkerk model for banded vegetation in semi-arid environments

J. Sherratt, Ayawoa S. Dagbovie, 2014, Journal of The Royal Society Interface.

Pattern solutions of the Klausmeier Model for banded vegetation in semi-arid environments I

Jonathan A. Sherratt, J. Sherratt, 2010, Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences.

A Nonlocal Model for Contact Attraction and Repulsion in Heterogeneous Cell Populations

J A Sherratt, A Gerisch, K. Painter, 2015, Bulletin of Mathematical Biology.

Dictyostelium discoideum: Cellular self-organisation in an excitable medium

Philip K. Maini, Jonathan A. Sherratt, Thomas Höfer, 1995 .

When does colonisation of a semi-arid hillslope generate vegetation patterns?

J. Sherratt, 2015, Journal of Mathematical Biology.

Comparison theorems and variable speed waves for a scalar reaction–diffusion equation

J. Sherratt, J. McLeod, A. Kay, 2001, Proceedings of the Royal Society of Edinburgh: Section A Mathematics.

An Analysis of Vegetation Stripe Formation in Semi-Arid Landscapes

Jonathan A. Sherratt, J. Sherratt, 2005, Journal of mathematical biology.

Macrophage Dynamics in Diabetic Wound Dealing

H. V. Waugh, Jonathan A. Sherratt, J. Sherratt, 2006, Bulletin of mathematical biology.

A mathematical model for fibro-proliferative wound healing disorders

Philip K. Maini, Jonathan A. Sherratt, P. Maini, 1996 .

Mathematical models of wound healing in embryonic and adult epidermis.

J A Sherratt, J. Murray, J. Sherratt, 1992, IMA journal of mathematics applied in medicine and biology.

History-dependent patterns of whole ecosystems

J. Sherratt, 2013 .

Pattern Solutions of the Klausmeier Model for Banded Vegetation in Semiarid Environments IV: Slowly Moving Patterns and Their Stability

Jonathan A. Sherratt, J. Sherratt, 2013, SIAM J. Appl. Math..

A Mathematical Model for Spatially Varying Extracellular Matrix Alignment

Jonathan A. Sherratt, John C. Dallon, J. Sherratt, 2000, SIAM J. Appl. Math..

The amplitude of periodic plane waves depends on initial conditions in a variety of lambda - omega systems

J. Sherratt, 1993 .

Generation of periodic waves by landscape features in cyclic predator–prey systems

J A Sherratt, C. J. Thomas, J. Sherratt, 2002, Proceedings of the Royal Society of London. Series B: Biological Sciences.

Modelling blood flow regulation by nitric oxide in psoriatic plaques

J. Sherratt, N. Savill, R. Weller, 2002, Bulletin of mathematical biology.

A resolution of the chemotactic wave paradox

P. Maini, J. Murray, M. Chaplain, 1994 .

A comparison of the dynamical impact of seasonal mechanisms in a herbivore–plant defence system

Jennifer J. H. Reynolds, J. Sherratt, A. White, 2013, Theoretical Ecology.

Spatially varying equilibria of mechanical models: application to dermal wound contraction.

J A Sherratt, P K Maini, P. Maini, 1998, Mathematical biosciences.

On the Form of Smooth-Front Travelling Waves in a Reaction-Diffusion Equation with Degenerate Nonlinear Diffusion

Jonathan A. Sherratt, J. Sherratt, 2010 .

How do variations in seasonality affect population cycles?

J. Sherratt, A. White, Rachel A. Taylor, 2013, Proceedings of the Royal Society B: Biological Sciences.

How Does Cellular Contact Affect Differentiation Mediated Pattern Formation?

K. Painter, J. Sherratt, J. M. Bloomfield, 2011, Bulletin of mathematical biology.

Mechanisms and Mathematical Models

J. Sherratt, P. K. Mainia, 2014 .

WOUND HEALING IN CORNEAL EPITHELlUM 15 migration , proliferation and differentiation

E. Gaffney, J. Sherratt, P. K. Mainia, 2006 .

A Comparison of the “Reduced Losses” and “Increased Production” Models for Mussel Bed Dynamics

J. Sherratt, J. van de Koppel, Quan‐Xing Liu, 2021, Bulletin of Mathematical Biology.

Turing Patterns in Deserts

Jonathan A. Sherratt, J. Sherratt, 2012, CiE.

Author ' s personal copy The impact of adhesion on cellular invasion processes in cancer and development

K. Painter, J. Sherratt, N. Armstrong, 2010 .

Landini cell renewal in mosaic tissues Cellular automata and integrodifferential equation models for

K. Painter, J. Sherratt, G. Landini, 2010 .

From a discrete to a continuous model of biological cell movement.

Kevin J Painter, Nicholas J Savill, K. Painter, 2004, Physical review. E, Statistical, nonlinear, and soft matter physics.

A mathematical model for fibroblast and collagen orientation

J A Sherratt, J. Sherratt, J. Dallon, 1998, Bulletin of mathematical biology.

Special Collection: Celebrating J.D. Murray’s Contributions to Mathematical Biology

P. Maini, M. Chaplain, J. Sherratt, 2021, Bulletin of Mathematical Biology.

Large scale patterns in mussel beds: stripes or spots?

Jamie J. R. Bennett, J. Sherratt, 2018, Journal of mathematical biology.

Mathematical Models for Cell-Matrix Interactions during Dermal Wound Healing

Philip K. Maini, Jonathan A. Sherratt, L. Olsen, 2002, Int. J. Bifurc. Chaos.

Wavefront propagation in a competition equation with a new motility term modelling contact inhibition between cell populations

Jonathan A. Sherratt, J. Sherratt, 2000, Proceedings of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences.

Mathematical modelling of juxtacrine patterning

J A Sherratt, M. Owen, J. Sherratt, 2000, Bulletin of mathematical biology.

On the persistence of spatiotemporal oscillations generated by invasion

Alison L. Kay, Jonathan A. Sherratt, J. Sherratt, 1999 .

Diffusion-driven instability in oscillating environments

Jonathan A. Sherratt, J. Sherratt, 1995, European Journal of Applied Mathematics.

Ecological chaos in the wake of invasion.

M A Lewis, J. Sherratt, A. Fowler, 1995, Proceedings of the National Academy of Sciences of the United States of America.

Nonlinear Analysis of Juxtacrine Patterns

Jonathan A. Sherratt, Helen J. Wearing, J. Sherratt, 2001, SIAM J. Appl. Math..

The population dynamical consequences of density-dependent prophylaxis.

Jennifer J. H. Reynolds, J. Sherratt, A. White, 2011, Journal of theoretical biology.

A Nonlocal Model for Contact Attraction and Repulsion in Heterogeneous Cell Populations

K. Painter, J. Sherratt, A. Gerisch, 2015, Bulletin of Mathematical Biology.

Periodic Traveling Waves in Integrodifferential Equations for Nonlocal Dispersal

Jonathan A. Sherratt, J. Sherratt, 2014, SIAM J. Appl. Dyn. Syst..

How far can a juxtacrine signal travel?

J A Sherratt, M. Owen, J. Sherratt, 1999, Proceedings of the Royal Society of London. Series B: Biological Sciences.

Landini cell renewal in mosaic tissues Cellular automata and integrodifferential equation models for

K. Painter, J. Sherratt, J. M. Bloomfield, 2010 .

The mathematical modelling of cell kinetics in corneal epithelial wound healing.

E. Gaffney, J. Sherratt, S. Tuft, 1999, Journal of theoretical biology.

A perturbation problem arising from the modelling of soluble Fas ligand in tumour immunology

J. Sherratt, S. Webb, 2003 .

Epidermal wound healing: the clinical implications of a simple mathematical model.

J. Sherratt, James D. Murray, 1992, Cell transplantation.

Pattern Formation in Heterogeneous Domains

P. Maini, D. L. Benson, J. Sherratt, 1993 .

Modeling the effects of treating diabetic wounds with engineered skin substitutes

J. Sherratt, H. Waugh, 2007, Wound repair and regeneration : official publication of the Wound Healing Society [and] the European Tissue Repair Society.

Modelling Actin Filament Alignment

J. Sherratt, Julian Lewis, 1993 .

Chemotaxis and chemokinesis in eukaryotic cells: The Keller-Segel equations as an approximation to a detailed model

Jonathan A. Sherratt, J. Sherratt, 1994 .

Algebraic decay and variable speeds in wavefront solutions of a scalar reaction-diffusion equation

Jonathan A. Sherratt, Ben P. Marchant, J. Sherratt, 1996 .

Predictive mathematical modeling in metastasis.

J A Sherratt, J. Sherratt, 2001, Methods in molecular medicine.

Transition to spatiotemporal chaos via stationary branching shocks and holes

J. Sherratt, Matthew J. Smith, 2012 .

Patterns of Sources and Sinks in the Complex Ginzburg-Landau Equation with Zero Linear Dispersion

Matthew J. Smith, Jens D. M. Rademacher, Jonathan A. Sherratt, 2010, SIAM J. Appl. Dyn. Syst..