|
|
|
|
|
by p1esk
2609 days ago
|
|
Sure, we can probably find a way to map two similar chunks to two similar vectors. However, with 1:1 mapping the resulting vectors will be just as unique. That's a problem, because, if you recall, we want to predict the next unit of music based on the units the model has seen so far. Training a model for this task requires showing it sequences of encoded units of music (vectors), where we must have many examples of how a particular vector follows a combination of particular vectors. If most of our vectors are unique, we won't have enough examples to train the model. For example, showing the model multiple examples of a phrase "I'm going to [some verb]", it will eventually learn that "to" after "I'm going" is quite likely, that a verb is more likely after "to" than an adjective, etc. This wouldn't have happened if the model saw 'going' or 'to' only once during training. |
|
Would it help to decompose sound into subpatterns with Fourier transform?
Afaik, there is a similar technique for recognizing faces: a face picture is mapped to a "face vector". Yet this technique doesn't need the notion of "sequence of faces" to train the model. Can we use it to get "sound vectors"?