The impact of the budget choice in the expensive setting seems to be highly relevant. In the first expensive paper from 2013 on the lmm-CMA-ES, we chose 31 targets in [0.5...50]\times n, in the most recent papers, we use by default the reference budgets {0.5n, 1.2n, 3n, 10n, 50n} with n being the search space dimension. Due to the non-linearity in log-scale of the latter, there seems to be an important shift in the best2009 graph between these two displays [the top one is from the 2013 lmm-CMA-ES paper, the bottom one is from the GECCO-2015 MATSuMoTo paper]:
I think, it only affects the 2013 lmm-CMA-ES paper because all other expensive setting papers have been either without ECDFs or with the new budgets - but it might be still important to discuss briefly about our current choice?
Using only 5 targets to generate an ECDF seems to be rather a bug than a feature. I would believe these 5 targets have been defined to plot aRT vs dimension, not for ECDFs.
The impact of the budget choice in the expensive setting seems to be highly relevant. In the first expensive paper from 2013 on the lmm-CMA-ES, we chose 31 targets in
[0.5...50]\times n
, in the most recent papers, we use by default the reference budgets{0.5n, 1.2n, 3n, 10n, 50n}
withn
being the search space dimension. Due to the non-linearity in log-scale of the latter, there seems to be an important shift in thebest2009
graph between these two displays [the top one is from the 2013 lmm-CMA-ES paper, the bottom one is from the GECCO-2015 MATSuMoTo paper]:I think, it only affects the 2013 lmm-CMA-ES paper because all other expensive setting papers have been either without ECDFs or with the new budgets - but it might be still important to discuss briefly about our current choice?