Research Article
Dynamic Inertia Weight Binary Bat Algorithm with Neighborhood Search
Table 9
Performance comparison on zero-one knapsack problems over 30 independent runs.
| Alg. | Metric | 0-1 knapsack problem datasets | | | | | |
| IBBA | Avg | 295 | 1024 | 3085.7 | 5134.27 | 15051.6 | Std | 0 | 0 | 7.32097 | 34.7453 | 35.6122 | Max | 295 | 1024 | 3103 | 5178 | 15170 | Min | 295 | 1024 | 3073 | 5063 | 15046 |
| BBA | Avg | 295 | 1024 | 3003.2 | 4410.67 | 12942.7 | Std | 0 | 0 | 27.3526 | 95.5894 | 256.52 | Max | 295 | 1024 | 3049 | 4663 | 13445 | Min | 295 | 1024 | 2944 | 4251 | 12489 |
| BPSO | Avg | 295 | 959.167 | 2851.13 | 3987.77 | 10089.2 | Std | 0 | 23.0563 | 37.0328 | 99.9616 | 238.369 | Max | 295 | 1016 | 2956 | 4164 | 10491 | Min | 295 | 913 | 2774 | 3812 | 9671 |
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