Heriot-Watt Mathematics Report Series
HWM01-49, 11 Jan 2002
On a system of reaction-diffusion equations describing a population with two age groups
K.J Brown and Y Zhang
Abstract
A system of reaction-diffusion equations modelling a population
divided into juvenile and adult age groups is studied. The system
is not co-operative but its linear part is and this makes it possible
to establish existence, non-existence and stability results for
non-negative solutions of the system in terms of the principal
eigenvalue of the corresponding linearized system.
Google Scholar Search: links, citations and journal (if available)
Contact Details | 2001 Reports Index |
Full Index