The emergence of patterns of activity on complex networks with reaction-diffusion dynamics on the nodes is studied. The transition is investigated between the single-node solutions, studied previously [Wolfrum, Physica D (2012)], and the fully developed global activation states (so called Turing states). Numerical continuation reveals snaking bifurcations connecting different solutions, similar to those found in reaction diffusion systems on regular lattice network topologies, shedding light on the origin of the multistable “Turing' patterns reported previously [Nakao & Mikhailov, Nature 2010].
Original languageEnglish
Publication statusUnpublished - 19 May 2015
EventSIAM Conference on Applications of Dynamical Systems - Utah, Snowbird, USA United States
Duration: 17 May 200521 Aug 2015


ConferenceSIAM Conference on Applications of Dynamical Systems
Country/TerritoryUSA United States


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