Research Article
A Seed-Based Plant Propagation Algorithm: The Feeding Station Model
Table 9
Unconstrained global optimization problems (Set-2) used in our experiments [
30].
| Fun. number | Range | | Function | Formulation | |
| | −10, 10 | 30 | Schwefel's Problem 2.22 | | 0 |
| | −100, 100 | 30 | Schwefel's Problem 2.21 | | 0 |
| | −10, 10 | 30 | Rosenbrock | | 0 |
| | −100, 100 | 30 | Step | | 0 |
| | −1.28, 1.28 | 30 | Quartic (noise) | | 0 |
| | −500, 500 | 30 | Schwefel | | |
| | −5.12, 5.12 | 30 | Rastrigin | | |
| | −5, 10] × [0, 15 | 2 | Branin | | |
| | −2, 2 | 2 | Goldstein-Price | | |
| | 0, 1 | 4 | Hartman's Family () | | |
| | 0, 1 | 6 | Hartman's Family () | | |
| | 0, 10 | 4 | Shekel's Family () | | |
| | 0, 10 | 4 | Shekel's Family () | | |
| | 0, 10 | 4 | Shekel's Family () | | |
| | −65.536, 65.536 | 2 | Shekel's Foxholes | | |
| | −5, 5 | 4 | Kowalik | | |
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