3-vertex motif counting on Erdős–Rényi graphs G(n=20000, p) (synthetic)
0.0703Runtime (s)Peregrine
Evaluation Results
| Method | Links | |
|---|---|---|
| PeregrineEdge Prob. p=0.00052025.08 | 0.0703 | |
| PeregrineEdge Prob. p=0.00102025.08 | 0.074 | |
| PeregrineEdge Prob. p=0.00502025.08 | 0.078 | |
| PeregrineEdge Prob. p=0.01002025.08 | 0.119 | |
| igraphEdge Prob. p=0.00052025.08 | 0.1915 | |
| igraphEdge Prob. p=0.00102025.08 | 0.7259 | |
| PeregrineEdge Prob. p=0.05002025.08 | 1.1782 | |
| u-statsEdge Prob. p=0.80002025.08 | 8.8623 | |
| u-statsEdge Prob. p=0.05002025.08 | 9.8357 | |
| u-statsEdge Prob. p=0.00052025.08 | 10.3478 | |
| u-statsEdge Prob. p=0.01002025.08 | 10.3616 | |
| u-statsEdge Prob. p=0.00102025.08 | 10.4452 | |
| u-statsEdge Prob. p=0.20002025.08 | 10.601 | |
| u-statsEdge Prob. p=0.00502025.08 | 10.6196 | |
| u-statsEdge Prob. p=0.40002025.08 | 10.8445 | |
| PeregrineEdge Prob. p=0.20002025.08 | 17.1063 | |
| igraphEdge Prob. p=0.00502025.08 | 40.7373 | |
| PeregrineEdge Prob. p=0.40002025.08 | 67.6727 | |
| PeregrineEdge Prob. p=0.80002025.08 | 158.7377 | |
| igraphEdge Prob. p=0.01002025.08 | 289.5082 |