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

JA Sherratt; SA Gourley; NJ Armstrong; KJ Painter

doi:10.1017/S0956792508007742

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

Journal article

Peer reviewed

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

JA Sherratt, SA Gourley, NJ Armstrong and KJ Painter

EUROPEAN JOURNAL OF APPLIED MATHEMATICS, Vol.20, pp.123-144

01/02/2009

DOI: https://doi.org/10.1017/S0956792508007742

Abstract

Science & Technology

Physical Sciences

Mathematics

Applied

Mathematics

MATHEMATICS

APPLIED

EXTENDED POTTS-MODEL

GROWTH IN-VITRO

TUMOR-GROWTH

DIFFERENTIAL ADHESION

DICTYOSTELIUM-DISCOIDEUM

MATRIX ADHESION

INTERCELLULAR-ADHESION

NONLINEAR SIMULATION

TISSUE

MORPHOGENESIS

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Title: Boundedness of solutions of a non-local reaction-diffusion model for adhesion in cell aggregation and cancer invasion
Creators: JA Sherratt
SA Gourley
NJ Armstrong
KJ Painter
Publication Details: EUROPEAN JOURNAL OF APPLIED MATHEMATICS, Vol.20, pp.123-144
Publisher: CAMBRIDGE UNIV PRESS
Date published: 01/02/2009
Date submitted: 17/05/2017
Identifiers: 99515534502346
Academic Unit: Department of Mathematics
Language: English
Resource Type: Journal article

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

Abstract

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