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ResearchFormerly WizWand

3-vertex motif counting on Erdős–Rényi graphs G(n=20000, p) (synthetic)

0.0703Runtime (s)Peregrine
-11.50721666.641017144.78925222.937483Aug 18, 2025
Updated 7mo ago

Evaluation results

MethodLinks
PeregrineEdge Prob. p=0.00052025.080.0703
PeregrineEdge Prob. p=0.00102025.080.074
PeregrineEdge Prob. p=0.00502025.080.078
PeregrineEdge Prob. p=0.01002025.080.119
igraphEdge Prob. p=0.00052025.080.1915
igraphEdge Prob. p=0.00102025.080.7259
PeregrineEdge Prob. p=0.05002025.081.1782
u-statsEdge Prob. p=0.80002025.088.8623
u-statsEdge Prob. p=0.05002025.089.8357
u-statsEdge Prob. p=0.00052025.0810.3478
u-statsEdge Prob. p=0.01002025.0810.3616
u-statsEdge Prob. p=0.00102025.0810.4452
u-statsEdge Prob. p=0.20002025.0810.601
u-statsEdge Prob. p=0.00502025.0810.6196
u-statsEdge Prob. p=0.40002025.0810.8445
PeregrineEdge Prob. p=0.20002025.0817.1063
igraphEdge Prob. p=0.00502025.0840.7373
PeregrineEdge Prob. p=0.40002025.0867.6727
PeregrineEdge Prob. p=0.80002025.08158.7377
igraphEdge Prob. p=0.01002025.08289.5082