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Table 6 Accuracy (mean and standard deviation over 10 runs) obtained by the proposed methods and competitors

From: Graph convolutional and attention models for entity classification in multilayer networks

Network

ML-GAT

ML-GCN

GrAMME-SG

GrAMME-Fusion

GAT

GCN

Balance

\(0.7265 \pm 0.0270\)

\(\mathbf {0.8164 \pm 0.0139}\)

\(0.6795 \pm 0.0377\)

\(0.7188 \pm 0.0483\)

\(0.5496\pm 0.0852\)

\(0.7670 \pm 0.0317\)

CKM-Social

\(0.8652 \pm 0.0193\)

\(0.7819 \pm 0.0213\)

\(0.8026 \pm 0.0649\)

\(0.8638 \pm 0.0596\)

\(\mathbf {0.9815 \pm 0.0189}\)

\(0.9427 \pm 0.0281\)

Congress

\(0.9262 \pm 0.0212\)

\(\mathbf {0.9342 \pm 0.0065}\)

\(0.8814 \pm 0.0000\)

\(0.8879\pm 0.0000\)

\(0.5398 \pm 0.0649\)

\(0.6146 \pm 0.0000\)

DKPol

\(0.6809 \pm 0.0510\)

\(0.5377 \pm 0.2600\)

\(0.3679 \pm 0.0377\)

\(0.5373 \pm 0.0513\)

\(0.7384 \pm 0.0577\)

\(\mathbf {0.7969 \pm 0.0394}\)

Leskovec-Ng

\(\mathbf {0.9872 \pm 0.0053}\)

\(0.8750 \pm 0.0454\)

\(0.7873 \pm 0.0960\)

\(0.8746 \pm 0.0749\)

\(0.9867 \pm 0.0191\)

\(0.9867 \pm 0.0146\)

Starwars

\(0.7465 \pm 0.0455\)

\(\mathbf {0.7767 \pm 0.0741}\)

\(0.6885 \pm 0.1278\)

\(0.6828 \pm 0.1861\)

\(0.6023 \pm 0.0757\)

\(0.6151 \pm 0.1531\)

Terrorist-Noordin

\(0.6568 \pm 0.0428\)

\(0.7284 \pm 0.0149\)

\(0.6536 \pm 0.0947\)

\(\mathbf {0.7427 \pm 0.0860}\)

\(0.6649 \pm 0.0774\)

\(0.6324 \pm 0.0734\)

Terrorist-status

\(0.4648 \pm 0.0377\)

\(0.4767\pm 0.0328\)

\(\mathbf {0.5460 \pm 0.0790}\)

\(0.5360 \pm 0.0917\)

\(0.4575 \pm 0.0810\)

\(0.4247 \pm 0.0961\)

Vickers

\(\mathbf {0.9296 \pm 0.0729}\)

\(0.9074 \pm 0.0400\)

\(0.5750 \pm 0.1745\)

\(0.5643 \pm 0.1355\)

\(0.7296\pm 0.1063\)

\(0.7851 \pm 0.0716\)

Koumbia-2-mpx

\(\mathbf {0.6551 \pm 0.0121}\)

\(0.6405 \pm 0.0448\)

\(0.5999 \pm 0.0188\)

\({0.6404 \pm 0.0064}\)

\(0.5865 \pm 0.0182\)

\(0.5835 \pm 0.0187\)

Koumbia-5-mpx

\(\mathbf {0.7457 \pm 0.0286}\)

\(0.6677 \pm 0.0194\)

\(0.5455 \pm 0.0156\)

\(0.7147 \pm 0.0120\)

\(0.6698 \pm 0.0162\)

\(0.6426 \pm 0.0339\)

Koumbia-10-mpx

\(\mathbf {0.7674 \pm 0.0596}\)

\(0.6265 \pm 0.0252\)

na

na

\(0.7278 \pm 0.0179\)

\(0.6694 \pm 0.0156\)

  1. Training and testing set sizes correspond to 5% and 95% of the entities, respectively
  2. Bold values refer to the best results on each network