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Table 3 Probabilistic distances versus loss of efficiency

From: Probabilistic measures of edge criticality in graphs: a study in water distribution networks

Neptun Jensen–Shannon Wasserstein Loss of efficiency
\(G\), \(G{\prime }\) \(0.1677\) \(3.3183\) \(0.0469\)
\(G\), \(G{\prime \prime }\) \(0.2456\) \(5.4704\) \(0.0601\)
\(G\), \(G{\prime \prime \prime }\) \(0.3286\) \(6.5542\) \(0.2432\)
Abbiategrasso Jensen–Shannon Wasserstein Loss of efficiency
\(G\), \(G{\prime }\) \(0.0935\) \(3.1040\) \(0.0534\)
\(G\), \(G{\prime \prime }\) \(0.0528\) \(1.5170\) \(0.0246\)
\(G\), \(G{\prime \prime \prime }\) \(0.1843\) \(5.4871\) \(0.1504\)
\(G\), \(G{\prime \prime \prime \prime }\) \(0.3633\) \(8.8845\) \(0.3465\)