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Table 1 Original statistics of network datasets used prior to sampling

From: Using a Bayesian approach to reconstruct graph statistics after edge sampling

Dataset

N

M

\(k_{\text {max}}\)

\(\rho\)

T

\(\bar{C}\)

\(\bar{T_l}\)

Erdős-Rényi

1000

10,000

35

− 0.002

1373

0.021

0.41

Barabási-Albert

1000

9900

170

− 0.041

6099

0.063

1.85

Hep-Th

5835

13,815

50

0.185

10,624

0.506

2.31

AS Topology

11,174

23,409

2389

− 0.195

19,894

0.296

2.55

MathOverflow

24,759

187,985

2172

− 0.215

1,403,896

0.313

22.4

  1. Shown is the number of nodes N, number of edges M, maximum degree \(k_{\text {max}}\), degree assortativity \(\rho\), number of triangles T, average node clustering coefficient \(\bar{C}\) (Watts and Strogatz 1998), and average number of triangles per link \(\bar{T_l}\)