Abstract An algorithm is presented for computing a reaction-diffusion partial differential equation (PDE) system for all possible subspaces that can hold a persistent solution of the equation. For this. all possible sub-networks of the underlying reaction network that are distributed organizations (DOs) are identified. Recently it has been shown that a persistent subspace must be a DO. https://spencertifieders.shop/product-category/8-tracks/
Computing all persistent subspaces of a reaction-diffusion system
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