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Graph-level Cycle Counting on Chordal Cycle Counting (test)

0MAE (3-cycle)FloydNet
-0.014320.082340.1790.27566Jan 27, 2026Feb 12, 2026Mar 1, 2026Mar 18, 2026Apr 3, 2026Apr 20, 2026May 7, 2026

Evaluation results

MethodLinks
FloydNet2026.01000.0010.00100.001——
FloydNet2026.01000000——
Subgraph GNN2026.010.0010.0030.090.0960.0380.065——
Local 2-GNN2026.010.0010.0050.010.0190.0050.014——
Subgraph GNN2026.050.0010.0030.090.096——0.0380.065
Local 2-GNN2026.050.0010.0050.010.019——0.0050.014
Local 2-FGNN2026.010.0030.0040.010.020.0030.01——
Local 2-FGNN2026.010.0030.0060.0120.0220.0050.012——
Local 2-FGNN2026.050.0030.0040.010.02————
Local 2-FGNN2026.050.0030.0060.0120.022——0.0050.012
FSPECGNN2026.050.0030.0080.0260.045——0.0090.033
FSPECGNN2026.050.0050.0180.0240.033————
Local 2-GNN2026.010.0080.0110.0170.0340.0070.016——
Local 2-GNN2026.050.0080.0110.0170.034————
Subgraph GNN2026.010.010.020.0240.0460.0070.027——
Subgraph GNN2026.050.010.020.0240.046————
Spec. Inv. GNN2026.050.0720.0720.0890.089————
MPNN2026.010.3580.2080.1880.1460.2610.205——
MPNN2026.050.3580.2080.1880.146————