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Table 1 Compared to their original forms, reducing networks can lead to savings in both storage size and classification time

From: Coarsening effects on k-partite network classification

 

Storage savings

Time savings for classification

# of vertices

Reduction

2000

Mean

15, 000

2000

Mean

15, 000

20%

\(32.87\pm 0.48\%\)

\(36.92\pm 0.47\%\)

\(38.75\pm 0.39\%\)

\(39.76\pm 0.84\%\)

\(45.35\pm 0.89\%\)

\(47.19\pm 0.82\%\)

35%

\(47.59\pm 0.73\%\)

\(53.43\pm 0.67\%\)

\(56.92\pm 0.47\%\)

\(50.61\pm 0.89\%\)

\(59.03\pm 0.94\%\)

\(62.41\pm 0.71\%\)

50%

\(59.88\pm 0.80\%\)

\(65.29\pm 0.71\%\)

\(69.51\pm 0.47\%\)

\(59.39\pm 0.82\%\)

\(68.57\pm 0.87\%\)

\(72.09\pm 0.66\%\)

60%

\(68.78\pm 0.79\%\)

\(73.75\pm 0.67\%\)

\(77.46\pm 0.45\%\)

\(65.86\pm 0.86\%\)

\(75.88\pm 0.81\%\)

\(79.43\pm 0.56\%\)

80%

\(84.41\pm 0.54\%\)

\(88.12\pm 0.43\%\)

\(90.11\pm 0.30\%\)

\(79.30\pm 0.75\%\)

\(88.12\pm 0.59\%\)

\(90.73\pm 0.33\%\)

  1. For both metrics, the values are represented as percentages