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Table 2 Tail exponent of the degree distribution per attribute of model class \(\mathscr {P}(\alpha , \mu , f)\) for different network sizes N and asymptotically (\(N\rightarrow \infty\)), where \(\alpha =1\), \(\mu =(0.7,0.2,\) 0.1), \(f(a,a)=0.8\), \(f(a,a')=0.1\), \(a\ne a'\) \(=1,2,3\) and \(m = 1\)

From: Learning attribute and homophily measures through random walks

Attribute

1

2

3

Asym.

2.892

3.256

3.782

model class \(\mathscr {P}\)

   

\(N=5000\)

2.933

3.352

3.547

\(N=10000\)

2.950

3.230

4.079

\(N=30000\)

2.983

3.310

3.742