Jeremy here (co-author of this paper). Let me know if you have any questions!
The only point of reference between the two papers I see is the CoVe models, which you guys beat pretty handily, but the ELMo model also beats the CoVe model handily, just on different datasets, so not clear how they stack up.
Any chance you could do some more direct comparisons? You do say that it's a more complex architecture, and the tokenized char convolution stuff is a bit of a pain to do, but if that actually helps, it's not that bad to do once.
From an engineering perspective, not changing the LM weights is kind of nice because then you can train multiple separate models on top of the embeddings without needing to retrain everything (and deal with the associated "noise" when retraining models) and it gives some nice modularity. It would be nice to know how much of the performance is lost from having embeddings that can be shared across a lot of tasks.
Random note: it seems like in Table 7, you have bolded "Freez + discr + stlr" in the IMDb column which has a value of 5.00, whereas "Full + discr" has a value of 4.57, and so should probably be the bolded number.
Using char tokens can definitely be helpful, as can sub-words. It's something we've been working on too, and hope to show results of this in the future.
I mainly disagree with your view of end-to-end training. In computer vision we pretty much gave up on trying to re-use hyper-columns without fine-tuning, because the fine-tuning just helps so much. It's really no trouble doing the fine-tuning - in fact the consistency of using a single model form across so many different datasets is really convenient and helpful for doing additional levels of transfer learning.
Thanks for the note about table 7 - it's actually an error (it should be 5.57, not 4.57; Sebastian is in the process of uploading a corrected version).
Perhaps even more interesting than comparison would be modifications to ULMFit to incorporate good ideas from the AllenNLP ELMo paper.
The learned weighting of representation layers seems like a decent candidate, as does giving the model flexibility to use something other than a concatenated [mean / max / last state] representation of final LSTM output layer (as is the case in some of ELMo's task models). I'm personally curious about using an attention mechanism in conjunction with something like ELMo's gamma task parameter (regularizer) for learning a weighted combination of outputs but haven't been able to get things to function well in practice.
The dataset the ELMo model is trained might also be preferable to WIKI 103 for practical English tasks, although you lose the nice multilingual benefits you get from working with WIKI 103.
In general it seems like the format described in the ELMo paper is simply not designed to work at very low N because the weights of the (often complex) task models used in ELMo's benchmarks are learned entirely for scratch. That's not possible without a decent amount of labeled training data.
Anyhow, thought the paper was very well put together, definitely an enjoyable read. Hope yourself and Sebastian collaborate on future papers, as good things certainly came of this one!
The obvious answer is that I should just train a single joint model.
That's great, but when you retrain a model, even if you get similar accuracy, your actual predictions change. It's basically why same model ensembles help.
So if I am trying to improve predictions for a single task, but I have a joint model, then I have to deal with a whole pile of churn that I wouldn't if I had separate models.
This doesn't show up in academic metrics, but people care when things that used to work stop working for no real reason, even if an equal amount of new things started working.
So, I'm not saying we shouldn't fine tune things, it's that I have a set of engineering challenges that make fine tuning less ideal, and I am curious how much we can get away with sharing. There are plenty of CV papers which indicate that the very first layers basically don't benefit from fine tuning because they are so general. Is that true for NLP as well, or are words embeddings already quite domain specific?
I'm starting a new project where I'm given many recipes and I need to take in a free form text of recipe ingredients (e.g. "1/2 cup diced onions", "two potatoes, cut into 1-inch cubes", etc.) and build a program that identifies the ingredient (e.g. onion, potato), as well as the quantity (e.g. 0.5 cup, 2.0 units). Could I use something like Fast.ai to tackle this problem?
How does your API handle ingredients with multiple options (e.g. "1 1/2 cups seedless red or green grapes")?
Don't hesitate to try the API out by pasting some examples to the white box on the site and pressing the "Try it out!" button, it's interactive :)
Sweet, I didn't realize it was interactive. I'll give it a try!
I haven't read things in depth, but am curious - how do these models cope with out of vocabulary terms?
See [18] here: https://github.com/fastai/fastai/blob/master/courses/dl2/imd....