| 0:00:15 | a good morning | 
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| 0:00:17 | i'm gonna present | 
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| 0:00:19 | in your approach or relatively new approach to extract i-vectors | 
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| 0:00:24 | the idea is to extract phonetically compensated | 
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| 0:00:28 | i-vectors | 
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| 0:00:30 | by using my scenery that is quite close to the g a the jfa must | 
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| 0:00:36 | ignore e | 
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| 0:00:37 | so | 
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| 0:00:40 | it's | 
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| 0:00:40 | the nn will be involved a slightly differently than just under two or three ways | 
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| 0:00:48 | meaning of a bottleneck approach | 
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| 0:00:50 | or the use the use of the d n n's | 
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| 0:00:56 | instead of ubm | 
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| 0:00:57 | in this case we gonna use the ubm | 
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| 0:00:59 | and | 
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| 0:01:01 | we consider remote these model as a probabilistic extension to the subspace | 
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| 0:01:07 | gmm | 
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| 0:01:09 | and the core of the idea is to treat the phonetic variability a side and | 
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| 0:01:15 | nuisance variability | 
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| 0:01:17 | and | 
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| 0:01:19 | we assume for it to do that we assume that at each frame | 
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| 0:01:23 | a week this super vector that corresponds to each frame to each observation can be | 
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| 0:01:29 | decomposed | 
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| 0:01:30 | into an i-vector by corresponds to the combination of speaker and channel | 
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| 0:01:36 | and | 
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| 0:01:38 | plus | 
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| 0:01:39 | and which an analysis variability that captures | 
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| 0:01:43 | the phonetic variability | 
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| 0:01:46 | k and that's where the d n and games | 
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| 0:01:50 | can't and that provides an extra supervision | 
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| 0:01:54 | okay so my telling us which seen on is probably | 
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| 0:01:58 | i which corresponds to this particular frame | 
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| 0:02:02 | probabilistically of course | 
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| 0:02:04 | we form of the variational bayes algorithm to train the model | 
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| 0:02:08 | and | 
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| 0:02:10 | practically estimated to subspaces | 
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| 0:02:14 | and | 
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| 0:02:16 | as it all you the nn provides these extra supervision | 
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| 0:02:20 | which differentiated from the channel factors that we have enough jfa model so please come | 
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| 0:02:27 | to the possible to discuss the | 
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