From: An ECSO-based approach for optimizing degree distribution of short-length LT codes
Function | ID | Bounds | Optimum |
---|---|---|---|
High conditioned elliptic | F1 | [− 100,100] | 0 |
Penalized | F2 | [− 50,50] | 0 |
Rosenbrock | F3 | [− 30,30] | 0 |
Ackley | F4 | [− 32,32] | 0 |
Griewank | F5 | [− 600,600] | 0 |
Sphere | F6 | [− 100,100] | 0 |
Step | F7 | [− 100,100] | 0 |
Schwefel’s P1.2 | F8 | [− 100,100] | 0 |
Rastrigin | F9 | [− 5.12,5.12] | 0 |
Axis parallel hyer-ellipsoid | F10 | [− 5.12,5.12] | 0 |
Schwefel’s P2.22 | F11 | [− 100,100] | 0 |
Quartic | F12 | [− 1.28,1.28] | 0 |