Table 1.

Topological features

SymbolDescription
θuDegree centrality of node u. The in, out and total degree centralities are denoted as θin(u),θout(u) and θtotal(u), respectively
αuEigenvector centrality of node u
βuCloseness centrality of node u
γuEccentricity centrality of node u
δuBetweenness centrality of node u
πuBridging coefficient of node u
ζuBridging centrality of node u
κuClustering coefficient of node u. The undirected, in, out, cycle and middleman clustering coefficients are denoted as κundir(u),κin(u),κout(u),κcyc(u) and κmid(u), respectively
μuProximity prestige of node u
ωuTarget downstream effect of node u
SymbolDescription
θuDegree centrality of node u. The in, out and total degree centralities are denoted as θin(u),θout(u) and θtotal(u), respectively
αuEigenvector centrality of node u
βuCloseness centrality of node u
γuEccentricity centrality of node u
δuBetweenness centrality of node u
πuBridging coefficient of node u
ζuBridging centrality of node u
κuClustering coefficient of node u. The undirected, in, out, cycle and middleman clustering coefficients are denoted as κundir(u),κin(u),κout(u),κcyc(u) and κmid(u), respectively
μuProximity prestige of node u
ωuTarget downstream effect of node u
Table 1.

Topological features

SymbolDescription
θuDegree centrality of node u. The in, out and total degree centralities are denoted as θin(u),θout(u) and θtotal(u), respectively
αuEigenvector centrality of node u
βuCloseness centrality of node u
γuEccentricity centrality of node u
δuBetweenness centrality of node u
πuBridging coefficient of node u
ζuBridging centrality of node u
κuClustering coefficient of node u. The undirected, in, out, cycle and middleman clustering coefficients are denoted as κundir(u),κin(u),κout(u),κcyc(u) and κmid(u), respectively
μuProximity prestige of node u
ωuTarget downstream effect of node u
SymbolDescription
θuDegree centrality of node u. The in, out and total degree centralities are denoted as θin(u),θout(u) and θtotal(u), respectively
αuEigenvector centrality of node u
βuCloseness centrality of node u
γuEccentricity centrality of node u
δuBetweenness centrality of node u
πuBridging coefficient of node u
ζuBridging centrality of node u
κuClustering coefficient of node u. The undirected, in, out, cycle and middleman clustering coefficients are denoted as κundir(u),κin(u),κout(u),κcyc(u) and κmid(u), respectively
μuProximity prestige of node u
ωuTarget downstream effect of node u
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