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Refined stability thresholds for localized spot patterns for the Brusselator model in
$\mathbb{R}^2$
Published online by Cambridge University Press: 30 July 2018
Abstract
In the singular perturbation limit ε → 0, we analyse the linear stability of multi-spot patterns on a bounded 2-D domain, with Neumann boundary conditions, as well as periodic patterns of spots centred at the lattice points of a Bravais lattice in $\mathbb{R}^2$, for the Brusselator reaction–diffusion model
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- Copyright © Cambridge University Press 2018
Footnotes
†Michael J. Ward and Juncheng Wei were supported by NSERC Discovery grants. Justin Tzou was partially supported by a PIMS CRG Postdoctoral Fellowship. Yifan Chang was supported by a graduate research stipend while at UBC.
References
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