Variable-dimension Weisfeiler–Leman equivalence on general and subcubic graphs
Deciding joint-update k -dimensional Weisfeiler–Leman equivalence is $\mathsf{EXPTIME}$-complete when the two graphs are given by explicit adjacency matrices and k ≥ 2 is encoded in binary. The result holds even for connected simple uncolored graphs of equal positive order and maximum degree at most three.
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