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Soft min SNR gamma #1068
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Soft min SNR gamma #1068
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The math here is incorrect. SNR is equal to the whole expression
1/sigma**2
, notsigma
(at least based on the fact that here they use Min(1/sigma**2, gamma) and in the min-snr paper they use Min(SNR, gamma). The variable names are inconsistent between papers so I don't blame you for getting them confused).The correct weight should be:
Finally, the given formulation for soft-min-snr is for
x_0
prediction. We use epsilon or v-prediction, which according to the original min-snr paper means we need to divide by SNR or SNR+1 respectively, so the final weight calculation should be:There was a problem hiding this comment.
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Tried this formula
And produced the same loss curve as the current implementation. But the paper says it should match up except for the ones closer to the transition so the loss curves should be similar. Still seeing a difference with the Min SNR version though.
38 = weight = snr * gamma / (snr + gamma)
37 = the current PR version
35 = Min SNR version.
(38 and 37 are overlapping in the graph)
Maybe there's something else that is missing in these calculations.
Here is some example
snr,gamma
to use with the following test scriptsnr.txt
And using this code to test the formulas.
I don't know what I'm doing, I think, with the math but trying to learn.