Research Article
HA-CCP: A Hybrid Algorithm for Solving Capacitated Clustering Problem
Table 25
Comparative results of HA-CCP-NAC and HA-CCP on RanReal240 and RanReal480.
| Instance name | HA-CCP-NAC | HA-CCP |
| RanReal240_01 | 224727.06/224616.93 | 225003.70/224897.01 | RanReal240_02 | 204435.05/204256.39 | 204624.36/204515.06 | RanReal240_03 | 198819.54/198592.41 | 199079.37/198915.84 | RanReal240_04 | 225102.36/224814.97 | 225683.17/225346.54 | RanReal240_05 | 195307.90/195203.22 | 195540.41/195469.00 | RanReal240_06 | 216477.84/216312.91 | 216730.26/216613.93 | RanReal240_07 | 208949.52/208789.41 | 209282.88/209150.41 | RanReal240_08 | 205040.86/204835.75 | 205246.82/205110.51 | RanReal240_09 | 208588.26/208475.27 | 209057.64/208897.23 | RanReal240_10 | 192868.91/192706.85 | 193044.16/192954.72 | RanReal240_11 | 204549.74/204455.01 | 204722.75/204638.07 | RanReal240_12 | 200951.37/200791.23 | 201117.11/201006.45 | RanReal240_13 | 202170.78/201988.4 | 202345.48/202285.83 | RanReal240_14 | 228594.33/228434.38 | 228971.03/228740.72 | RanReal240_15 | 191160.90/190978.45 | 191243.76/191117.60 | RanReal240_16 | 203796.06/203691.26 | 204072.57/203961.38 | RanReal240_17 | 194915.27/194730.53 | 195393.97/195278.93 | RanReal240_18 | 195012.27/194868.93 | 195167.14/195069.80 | RanReal240_19 | 199135.59/198980.50 | 199307.33/199204.90 | RanReal240_20 | 211956.00/211831.11 | 212229.46/212111.19 | RanReal480_01 | 555335.92/554734.67 | 556126.86/555338.06 | RanReal480_02 | 510361.31/509822.51 | 511566.55/510924.27 | RanReal480_03 | 496848.36/496025.80 | 498028.54/497109.59 | RanReal480_04 | 521736.02/521332.69 | 522790.22/521999.31 | RanReal480_05 | 483933.52/483612.70 | 485138.44/484092.59 | RanReal480_06 | 533914.73/533474.70 | 534961.79/534114.47 | RanReal480_07 | 545679.18/545247.24 | 546503.90/545582.87 | RanReal480_08 | 531790.95/531213.90 | 532891.23/532161.08 | RanReal480_09 | 555943.11/555557.53 | 557120.25/556265.26 | RanReal480_10 | 519486.75/519083.16 | 520492.06/519891.18 | RanReal480_11 | 523048.09/522469.89 | 524669.99/523760.48 | RanReal480_12 | 501724.17/500933.49 | 503359.96/502069.60 | RanReal480_13 | 534164.65/533751.60 | 535251.73/534707.51 | RanReal480_14 | 513914.91/513549.56 | 515476.42/514801.49 | RanReal480_15 | 517055.94/516347.68 | 518370.90/517283.29 | RanReal480_16 | 549618.65/549232.56 | 550317.71/549881.85 | RanReal480_17 | 537155.63/536696.66 | 538745.70/537826.26 | RanReal480_18 | 525517.30/524655.46 | 526314.82/525702.47 | RanReal480_19 | 522191.15/521731.11 | 522958.23/522365.10 | RanReal480_20 | 518068.63/517724.40 | 519277.92/518518.27 | #Best | 0/0 | 40/40 | value | 1.82E − 12/1.82E − 12 | |
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Note. In Table 25, data A/B denote the best objective value and the average objective value of the instance found by the algorithm. |