Comments (3)
No problem. The input is a graph as a collection of (attributed) nodes and (attributed) edges between them. The output is task-dependent; it can be a global graph property (1 graph -> 1 output), individual node properties (1 graph with N nodes -> N outputs), link prediction (for two nodes in a graph, what is the probability there should be an edge between them?), and other. Typically for the GPS model, we assume so call inductive
regime, when we learn on one (large) set of graphs and test on another set of graphs. But there is also a whole world of transductive
learning or 1-graph regime, where the input is one (large) graph and we need to generalize from a labeled set of nodes to an unlabeled set of nodes in this single graph. I hope that helps!
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Hi! Unfortunately I don't have an experience with graph generation. GPS and other GNNs/GTs could be used for the graph representation, but honestly I would expect CNNs or Transformers with tokenization similar to ViT to be a better fit given the regular structure and small size of the chess board grid.
Best, Ladislav
from graphgps.
Oh okay gotcha. Just wondering, what is the input/prediction of your model? Graph transformer novice here 😁
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