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I loaded 8 models from checkpoint.pth files created by lottery experiments, tested them on CIFAR10, and compared those test accuracies to the accuracies in the logger files. For 3/8 models, the test accuracies were different by 0.0001 (e.g., 78.53% vs. 78.54%). The logger accuracy could be higher or lower than my manually calculated accuracy; i.e., neither accuracy source was systematically higher.
If you know a potential reason for this, please let me know, and I will investigate. For example, I was thinking something could be happening due to a float() or str() conversion in the MetricLogger, but I don't think that is it. Also, maybe I'm not instantiating the PrunedModel properly when I do so manually using the checkpoint.pth files (if that's the case, though, then I'm not sure why the accuracies are exactly equal for 5/8 models and very close for 3/8). In case it's helpful, these 8 models come from 8 levels of pruning during a lottery experiment (so they have the same architecture).
Thanks!
Brian
The text was updated successfully, but these errors were encountered:
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Hi Jonathan,
Thank you for sharing this awesome code!
I loaded 8 models from
checkpoint.pth
files created by lottery experiments, tested them on CIFAR10, and compared those test accuracies to the accuracies in the logger files. For 3/8 models, the test accuracies were different by 0.0001 (e.g., 78.53% vs. 78.54%). The logger accuracy could be higher or lower than my manually calculated accuracy; i.e., neither accuracy source was systematically higher.If you know a potential reason for this, please let me know, and I will investigate. For example, I was thinking something could be happening due to a
float()
orstr()
conversion in theMetricLogger
, but I don't think that is it. Also, maybe I'm not instantiating thePrunedModel
properly when I do so manually using thecheckpoint.pth
files (if that's the case, though, then I'm not sure why the accuracies are exactly equal for 5/8 models and very close for 3/8). In case it's helpful, these 8 models come from 8 levels of pruning during a lottery experiment (so they have the same architecture).Thanks!
Brian
The text was updated successfully, but these errors were encountered: