Research Article
HA-CCP: A Hybrid Algorithm for Solving Capacitated Clustering Problem
Table 19
Comparative results of DM2 and DM3 on RanReal960.
| Instance name | DM2 | DM3 |
| RanReal960_01.30 | 1339422.76/1337439.23 | 1339783.24/1338150.82 | RanReal960_02.30 | 1433976.41/1432620.51 | 1434814.15/1433364.47 | RanReal960_03.30 | 1397391.88/1395414.88 | 1397392.10/1395893.73 | RanReal960_04.30 | 1413805.22/1411624.30 | 1414298.90/1412090.36 | RanReal960_05.30 | 1369728.30/1368811.02 | 1370975.25/1369468.75 | RanReal960_06.30 | 1419316.66/1417731.23 | 1418984.70/1417747.24 | RanReal960_07.30 | 1340663.25/1339585.27 | 1340800.86/1339709.55 | RanReal960_08.30 | 1466312.51/1465036.05 | 1467896.40/1465355.37 | RanReal960_09.30 | 1385370.30/1383667.64 | 1386030.28/1384583.74 | RanReal960_10.30 | 1384748.37/1383091.10 | 1385179.70/1383692.23 | RanReal960_01.40 | 1041414.82/1040042.65 | 1042465.91/1041298.30 | RanReal960_02.40 | 1115375.82/1113835.01 | 1117118.83/1115382.72 | RanReal960_03.40 | 1087242.79/1086124.89 | 1089455.26/1087348.95 | RanReal960_04.40 | 1100870.73/1099218.54 | 1101967.82/1100620.80 | RanReal960_05.40 | 1065983.91/1064140.38 | 1066146.84/1064752.74 | RanReal960_06.40 | 1104907.29/1103838.17 | 1106596.78/1105105.35 | RanReal960_07.40 | 1041902.02/1040549.03 | 1043198.47/1041876.18 | RanReal960_08.40 | 1143170.88/1141692.09 | 1144718.73/1142826.31 | RanReal960_09.40 | 1075078.06/1073881.61 | 1076824.82/1075395.86 | RanReal960_10.40 | 1077549.54/1076250.33 | 1078910.90/1077636.68 | RanReal960_01.60 | 731791.05/730574.72 | 734308.41/732725.73 | RanReal960_02.60 | 775695.34/773599.78 | 778535.60/776393.83 | RanReal960_03.60 | 758983.07/757547.47 | 761525.30/760142.69 | RanReal960_04.60 | 766615.64/765530.39 | 770670.09/768853.66 | RanReal960_05.60 | 746350.92/745399.89 | 749120.37/747789.87 | RanReal960_06.60 | 766117.84/765444.75 | 768842.79/767568.44 | RanReal960_07.60 | 728688.71/727719.25 | 732517.17/730460.65 | RanReal960_08.60 | 793341.85/790820.80 | 795271.66/793741.94 | RanReal960_09.60 | 752529.87/751033.08 | 754767.54/753712.19 | RanReal960_10.60 | 753818.27/752479.66 | 755877.96/754823.36 | #Best | 1/0 | 29/30 | value | 5.77E − 08/1.86E − 09 | |
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Note. In Table 19, data A/B denote the best objective value and the average objective value of the instance found by the algorithm. |