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In the documentation of the bbob functions (http://coco.lri.fr/downloads/download15.03/bbobdocfunctions.pdf), the definition of the Lunacek bi-Rastrigin Function (f24) says that the optimum is located in $\mu_0 {\bf 1}\pm$ with $\mu_0=2.5. In the plots, however, and in COCO's implementation, the best-parameter value is either +1.25 or -1.25.
Is there a mistake in the documentation or am I missing something?
The text was updated successfully, but these errors were encountered:
In the documentation, ${\bf x}$ is multiplied by 2 in order to obtain $\hat{ {\bf x} }$ from which the $\mu_0 {\bf 1}$ is subtracted.
So the optimum in ${\bf x}$ is +1.25 or-1.25...
The fixed document were uploaded to HAL and to http://coco.gforge.inria.fr/downloads/download16.00 and are used at the COCO gforge home and in the links at the latest old release.
In the documentation of the
bbob
functions (http://coco.lri.fr/downloads/download15.03/bbobdocfunctions.pdf), the definition of the Lunacek bi-Rastrigin Function (f24
) says that the optimum is located in$\mu_0 {\bf 1}\pm$
with$\mu_0=2.5
. In the plots, however, and in COCO's implementation, thebest-parameter
value is either+1.25
or-1.25
.Is there a mistake in the documentation or am I missing something?
The text was updated successfully, but these errors were encountered: