Fig. 5: The residual energy varies with the connectivity of graphs on non-fully connected Ising models. | Communications Physics

Fig. 5: The residual energy varies with the connectivity of graphs on non-fully connected Ising models.

From: Message passing variational autoregressive network for solving intractable Ising models

Fig. 5: The residual energy varies with the connectivity of graphs on non-fully connected Ising models.

The residual energy per site ϵres/N varies with the average degree of nodes in graphs on the variant of the Sherrington–Kirkpatrick model, with N = 200 averaging on 30 randomly generated instances and each for 10 runs. The solid lines and color bands are defined the same as in Fig. 4.

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