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Learning Dynamics from Multicellular Graphs with Deep Neural Networks
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Multicellular self-assembly into functional structures is a dynamic process that is critical in the development and diseases, including embryo development, organ formation, tumor invasion, and others. Being able to infer collective cell migratory dynamics from their static configuration is valuable for both understanding and predicting these complex processes. However, the identification of structural features that can indicate multicellular motion has been difficult, and existing metrics largely rely on physical instincts. Here we show that using a graph neural network (GNN), the motion of multicellular collectives can be inferred from a static snapshot of cell positions, in both experimental and synthetic datasets.
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Cited by 1 Pith paper
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LapDDPM: A Conditional Graph Diffusion Model for scRNA-seq Generation with Spectral Adversarial Perturbations
A conditional graph diffusion model with Laplacian positional encodings and spectral adversarial edge-weight perturbations reports improved MMD and Wasserstein metrics on four scRNA-seq datasets.
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