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When a solver terminates without relying on the experimentation budget, the number of independent trials is relevant for the number successes we expect to see. A single success is enough to solve the function+dimension via (simulated) restarts. For this reason, it would be useful know the sum of all evaluations from all trials for a given function+dimension.
Open questions: which marker should we use? What should we do if the sum is larger than the x-limit? Does it make sense to divide by the number of different instances too (a third symbol?)? Or does it make sense to divide by the number of successes too, that is, have an ERT marker?
The text was updated successfully, but these errors were encountered:
When a solver terminates without relying on the experimentation budget, the number of independent trials is relevant for the number successes we expect to see. A single success is enough to solve the function+dimension via (simulated) restarts. For this reason, it would be useful know the sum of all evaluations from all trials for a given function+dimension.
Open questions: which marker should we use? What should we do if the sum is larger than the x-limit? Does it make sense to divide by the number of different instances too (a third symbol?)? Or does it make sense to divide by the number of successes too, that is, have an ERT marker?
The text was updated successfully, but these errors were encountered: