Appendix AUnconstrained Benchmark Functions
The problem is to minimize f(x) over all x. We use x* to represent the optimizing value of x, and f(x*) is the minimum value of f(x)
Many of the benchmarks that we present in this section are from Yao et al. [YAO 99]. Detailed information about the unconstrained benchmarks and evaluation metrics for EA competitions at the 2005 IEEE Congress on Evolutionary Computation can be found in Suganthan et al. [SUG 05]. For the benchmarks presented here, their dimensionality can be varied so that performance can be explored as a function of the number of dimensions n.
F01 Sphere Function
F02 Schwefel’s Problem 2.22
F03 Schwefel’s Problem 1.2
F04 Schwefel’s Problem 2.21
F05 Generalized Rosenbrock’s Function
F06 Step Function
F07 Quartic Function
F08 Generalized Schwefel’s Problem 2.26
F09 Generalized ...
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