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Equivariant Sheaf Neural Networks: Learning Geometric Transport on Graphs
Equivariant graph neural networks provide a principled way to model geometric systems, but efficient first-order architectures remain limited in how vector information can be transformed as it moves across a graph. We introduce \textsc{ESNN}, an Equivariant Sheaf Neural Network that enriches this interaction by learning directed, matrix-valued transport between neighboring vector features while preserving exact Euclidean equivariance. Rather than increasing the order of the representation, ESNN keeps scalar and vector features first-order and places the additional geometric flexibility in the
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- arXiv · AI, language, vision and robotics · 2026-08-28T20:49:43.000Z
First collected: 2026-09-21T08:02:06.831Z. This is not the publication date.