It’s not a smooth function. Change a prompt a little, or the random seed, and you might get a much different result. Furthermore, how much do you really know about the function it’s approximating? The training data isn’t shared and it’s too much to read anyway.
For ordinary code, there are mathematical properties that we expect to hold true for all inputs. A sort function should return sorted output regardless of how it’s implemented and not just for the test set. If your function has properties that you can test and maybe even prove then maybe it doesn’t matter what the implementation is.
With LLM’s it’s hard to know what specific properties we want or how to formalize them and test them, so the situation is not much like approximating a mathematical function, even if it’s technically true in some sense.
Wouldn't running the llm on those unseen inputs solve that problem immediately? And I don't think what you describe falls under explainability but evaluation. "Does this model do what I want it to do and does it not do what I don't want it to do"
And sure, this is why relying on autocomplete while coding is fairly harmless, because we do have a lot of ways to verify that the code works.
The trouble is, people want to deploy LLM’s in situations where there’s no easy way to verify every output. “Explainability” is supposed to assist the user doing the verification.
Take that further and consider why people are hesitant to touch cooking surfaces? The answer isn't "because fire is hot." The answer is "because the purpose of cooking surfaces is to get hot enough to cook things and without knowing how long it has been unused, it is not safe to touch."
This focus on explainability is good, and I liked the article, but I think at some point this is all has to devolve into scientific theory in general. That is, you can either analytically characterize the inner workings of your ML model, or you can't. If you can characterize it, you should be able to pinpoint what feature is underling a classification decision. If you can't, it becomes an empirical question and therefore no different from any other black box scientific inquiry. In that case you're left with manipulation of feature sets, observing results, and looking for a statistical relationship between the two; more broadly you have to make inferences from your results and that leads into every sort of issue that is encountered in any other scientific inquiry.
I have this hunch that being able to analytically characterize a given ML model must at some level basically be the same as coming up with a closed-form representation of it. If you can do that, you could replace the ML model with something simpler. If you can't, there's probably only a sort of statistical relationship that has no closed-form representation, or is otherwise imperfect in some way.
One way of thinking about explainability is that it deals with determining for some input data how much each feature is contributing to the final outcome (e.g. variable 1 and 2 contributed x% and y% to the final inferred value).
You're correct to suggest that when you backpropogate residual error there are also non-linear interactions between features and that will affect how much each variable is contributing to the updated weight value (in fact that's kind of the point of a deep network ;).
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destroys the LLMs ability to refuse "harmful" output?