Webwise update of the latent node features X (at layer n). The norm of the graph-gradient (i.e., sum in second equation in (4)) is denoted as krkp p. The intuitive idea behind gradient gating in (4) is the following: If for any node i 2Vlocal oversmoothing occurs, i.e., lim n!1 P j2N i kXn i Xn jk= 0, then G2 ensures that the corresponding rate ˝n WebVideo 11.5 – Spatial Gating. In this lecture, we come back to the gating problem but in this case we consider the spatial gating one. We discuss long-range graph dependencies and the issue of vanishing/exploding gradients. We then introduce spatial gating strategies – namely node and edge gating – to address it.
Lecture 11 – Graph Neural Networks - University of Pennsylvania
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Not All Neighbors Are Worth Attending to: Graph Selective …
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