I ran into something during a local data audit that I think is worth clarifying with the competition team.
In the training data, there is a very small extreme-severity tail: roughly 0.5% of the sequences have extremely large changes in online variance, with some online standard deviations reaching ~2,000. However, in the reduced test sample distributed with the competition, we see none of these extreme-variance sequences. Its maximum online standard deviation is only around 1.95. So there appears to be a noticeable difference in the observed severity distribution between TRAIN and the reduced TEST sample.
The cloud evaluation uses the full `X_test`, while participants only have access to a reduced test sample locally. This creates an uncertainty that we currently cannot resolve:
Is the full `X_test` used by the cloud evaluator broadly representative of the reduced test sample, or does the full test set contain regimes/severity levels that are not present in the reduced sample? This is particularly relevant when interpreting local experiments. We don’t want to assume that a local improvement (or failure) will translate to the cloud if the local test distribution is materially different from the actual evaluation distribution.
Does the competition team provide, or could it provide, any 'non-sensitive aggregate statistics’describing the full `X_test` distribution? We don’t need the raw test data or labels. Even something as simple as aggregate statistics for:
- `T`
- `hist_len`
- `online_std`
- `logvar`
- `logmad`
- `logrange`
- `maxabs`
would probably be enough. For example:
`N / mean / std / p01 / p05 / p10 / p25 / p50 / p75 / p90 / p95 / p99 / max`
would allow us to compare:
`TRAIN vs reduced TEST vs full cloud TEST`
without exposing any test observations or labels.
One important clarification
I’m ‘not asking for test labels, tau/breakpoint information, raw sequences, or anything that would allow us to reconstruct the hidden test set’.
The goal is simply to understand whether the locally available reduced test sample is representative of the distribution on which the leaderboard is actually evaluated.
If these statistics cannot be provided, it would also be useful to know whether there is another officially supported way for participants to assess this distributional comparability. Thanks!