Author
Maini, P
McElwain, D
Leavesley, D
Journal title
Applied Mathematics Letters
DOI
10.1016/S0893-9659(04)90128-0
Issue
5
Volume
17
Last updated
2026-01-07T04:18:32.537+00:00
Page
575-580
Abstract
Several authors have predicted that cell propagation in a number of biological contexts, for example, wound healing, tumour cell invasion, angiogenesis etc., occurs due to a constant speed travelling wave of invasion. The analyses of these models to arrive at this prediction is, in many cases, essentially an extension of the classical analysis of Fisher's equation. Here, we show that a very simple wound healing assay does indeed give rise to constant speed travelling waves. To our knowledge, this is the first verification of Fisher's equation in a medical context. © 2004 Elsevier Ltd. All rights reserved.
Symplectic ID
16516
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Publication type
Journal Article
Publication date
01 Jan 2004
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