A rigorous linear stability analysis shows the mean-field survival model for zebrafish stripes exhibits Turing instability exactly when birth rate is below death rate, interaction range h is at least 3, and cell count N is sufficiently large, with stripe widths between 2h and 4h.
Edelstein-Keshet, Mathematical models in biology, Classics in Ap - plied Mathematics, Society for Industrial and Applied Mathematics, Philadelphia, PA, USA, 2005
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The Mean-Field Survival Model for Stripe Formation in Zebrafish Exhibits Turing Instability
A rigorous linear stability analysis shows the mean-field survival model for zebrafish stripes exhibits Turing instability exactly when birth rate is below death rate, interaction range h is at least 3, and cell count N is sufficiently large, with stripe widths between 2h and 4h.