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uyzhang avatar uyzhang commented on July 25, 2024 1

It's just that it works better.

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uyzhang avatar uyzhang commented on July 25, 2024

You should conduct sufficient sparse training to ensure that there are many BN coefficients that tend to 0, so that this problem will not occur.

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youngjae-avikus avatar youngjae-avikus commented on July 25, 2024

@uyzhang

  1. What is the criterion of being sufficient?
  2. And although the map goes up steadily, l1 regularization can reverse the current sparsity calculation? Thank you for your reply

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uyzhang avatar uyzhang commented on July 25, 2024
  1. The distribution should be like the following figure
    fig

2.I don't quite understand what this problem is.

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youngjae-avikus avatar youngjae-avikus commented on July 25, 2024

@uyzhang

  1. I'm sorry, but where can I look that picture? Does it save every epoch?
  2. During sparse training, my mAP rose stably from 0.5 to 0.65, for 20 epochs. Then, even if I increase the epoch, it becomes a saturation in the present, so isn't there much difference in BN sparsity Compared to 20 epochs, ?

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uyzhang avatar uyzhang commented on July 25, 2024
  1. As you can see from your Tensorboard, this picture represents the distribution of the BN coefficient.
  2. Strangely, when I carry out sparse training, the mAP will drop. I guess your sparseness coefficient is too small to achieve the effect of sparse training. If the sparsity training is successful, it can be seen that most of the BN coefficients in the distribution map tend to 0. So the longer you train, the more coefficients tend to 0.

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youngjae-avikus avatar youngjae-avikus commented on July 25, 2024

@uyzhang Thank you for your quick answerI
'll give it a try and tell you
In addition, BN bias also does l1 regualization in this repo, and then 10 times... Is there a reason why the origin paper only does the scaling factor?

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