Neural Bipartite Matching

Georgiev, Dobrik, Liò, Pietro

arXiv.org Machine Learning 

Graph neural networks (GNNs) have found application Performing the reasoning is achieved via neural execution, for learning in the space of algorithms. in a similar fashion to Veličković et al. (2020). GNNs have However, the algorithms chosen by existing research been both empirically (Veličković et al., 2020) and theoretically (sorting, Breadth-First search, shortest path (Xu et al., 2020) shown to be applicable to algorithmic finding, etc.) usually align perfectly with a standard tasks on graphs, strongly generalising on inputs of sizes GNN architecture. This report describes much larger than trained on. However, these algorithms how neural execution is applied to a complex algorithm, rely on a locally contained and fixed dataflow which aligns such as finding maximum bipartite matching perfectly with a standard GNN architecture, making them by reducing it to a flow problem and using easy to model with GNNs (c.f.

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