Publication Date:
2015-11-20
Description:
A general reaction–diffusion system modelling glycolysis is investigated. The parameter regions for the stability and instability of the unique constant steady-state solution is derived, and the existence of time-periodic orbits and non-constant steady-state solutions are proved by the bifurcation method and Leray–Schauder degree theory. The effect of various parameters on the existence and non-existence of spatiotemporal patterns is analysed.
Print ISSN:
0272-4960
Electronic ISSN:
1464-3634
Topics:
Mathematics