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Published · transcript-backed

Dwarkesh Patel: uncertainty

28 Mar 2024 Dwarkesh Podcast Sholto Douglas & Trenton Bricken — How LLMs actually think

“I guess if you think of something like the laws of physics, it's not that the feature for wetness is turned on, but it's only turned on this much and then the feature for… I guess maybe it's true because the mass is like a gradient and… I don't know.”

— Dwarkesh Patel

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Everything needed to verify it.

Speaker
Dwarkesh Patel
Attribution
Verified speaker
Claim type
uncertainty
Recorded
28 Mar 2024
Publisher
Dwarkesh Podcast

Transcript context

…If the features we were finding weren't predictive, or if they were just representations of the data, where it's like: “oh all you're doing is just clustering your data and there's no higher- level associations that are being made or it's some phenomenological thing of your call. You're saying that this feature files for marriage, but if you activate it really strongly it doesn't change the outputs of the model in a way that would correspond to it.” I think those would both be good critiques. Here’s another. We tried to do experiments on MNIST which is a data set of images, and we didn't look super hard into it. So I'd be interested if other people wanted to take up a deeper investigation here. But it's plausible that your latent space of representations is dense and it's a manifold instead of being these discrete points. So you could move across the manifold, but at every point, there would be some meaningful behavior. It's much harder then, to label things as features that are discrete. In a naive, sort of outsider way, it seems to me that a way in which this picture could be wrong is if it’s not that something is turned on and turned off, but that it's a much more global kind of the system. I'm going to use really clumsy, dinner party kind of language, but is there a good analogy here? I guess if you think of something like the laws of physics, it's not that the feature for wetness is turned on, but it's only turned on this much and then the feature for… I guess maybe it's true because the mass is like a gradient and… I don't know. But the polarity or whatever is the gradient as well. There's also a sense in which there's the laws and the laws are more general and you have to understand the general bigger picture and you don't get that from just these specific subcircuits. But that's where the reasoning circuit itself comes into play, right? You're taking these features ideally and trying to compose them into something high-level. At least this is my headcanon, So let's say I'm trying to use the foot, F=ma, right? Then presumably at some point I have features which denote mass. And then that's helping me retrieve the actual mass of the thing that I'm using and then the acceleration and this kind of stuff. Then also, maybe there's a higher-level feature that does correspond to using the first law of physics. Maybe. But the more important part is the composition of components which helps me retrieve a relevant piece of information and then produce maybe some multiplication operator or something like that when necessary. At least that's my headcanon.…

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