Derives a macroscale linear transport operator (effective graph Laplacian) for networks from first-principles advection-reaction-diffusion along edges, with scaling properties in edge length.
author Kuhl, E
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A multiscale theory for network advection-reaction-diffusion
Derives a macroscale linear transport operator (effective graph Laplacian) for networks from first-principles advection-reaction-diffusion along edges, with scaling properties in edge length.