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WIP: Exponential smoothing CMN #3157
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Is there a reason this seems to have been abandoned and the focus is instead on the normal rectangular online cmvn? |
That's a good question. @vimalmanohar I think I asked you before about this but didn't get a response. Can you please let us know if there is any performance difference? |
@phanisankar-nidadavolu was also testing this. I think exponential CMN is about the same as sliding CMN, but the performance degrades when used with i-vectors (ivectors alone is better than ivectors + CMN). |
So you're saying that with i-vectors, exponential is worse than
sliding-window CMN?
It seems to me that the right way to do this is to apply the same type of
CMN when extracting the ivectors, and to do this for the features used to
estimate the ivectors, not just the ones used to calculate the posteriors
as we normally do. Did you do this?
…On Sat, Aug 24, 2019 at 10:03 AM Vimal Manohar ***@***.***> wrote:
@phanisankar-nidadavolu <https://github.com/phanisankar-nidadavolu> was
also testing this. I think exponential CMN is about the same as sliding
CMN, but the performance degrades when used with i-vectors (ivectors alone
is better than ivectors + CMN).
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No. With i-vectors, exponential is worse than no-CMN. CMN is not applied
when estimating ivectors. The ivectors are still extracted in the
conventional way.
I think Phani was trying to use ivectors extracted with CMN features on
augmented and non-augmented data. I'm not sure if he got any results on
this.
On Sat, Aug 24, 2019 at 1:17 PM Daniel Povey <[email protected]>
wrote:
… So you're saying that with i-vectors, exponential is worse than
sliding-window CMN?
It seems to me that the right way to do this is to apply the same type of
CMN when extracting the ivectors, and to do this for the features used to
estimate the ivectors, not just the ones used to calculate the posteriors
as we normally do. Did you do this?
On Sat, Aug 24, 2019 at 10:03 AM Vimal Manohar ***@***.***>
wrote:
> @phanisankar-nidadavolu <https://github.com/phanisankar-nidadavolu> was
> also testing this. I think exponential CMN is about the same as sliding
> CMN, but the performance degrades when used with i-vectors (ivectors
alone
> is better than ivectors + CMN).
>
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--
Vimal Manohar
PhD Student
Center for Language and Speech Processing
Johns Hopkins University
Baltimore, MD
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This issue has been automatically marked as stale because it has not had recent activity. It will be closed if no further activity occurs. Thank you for your contributions. |
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Adding exponential smoothing based CMN where the moving average is estimated using a exponential smoothing with a time decay and a latency at the beginning of the utterance.