For those trying to understand the most important parts of the paper, here's what I think is the most significant two statements, subquoted out of two (consecutive) paragraphs midway through the paper: > we selected five additional, previously unseen pretrained ViT models for which we had access to evaluation data. These models, considered out-of-domain relative to the initial set, had all their weights reconstructed…
> So, they found an underlying commonality among the post-training structures in 50 LLaMA3-8B models, 177 GPT-2 models, and 8 Flan-T5 models; and, they demonstrated that the commonality could in every case be substituted for those in the original models with no loss of function; and noted that they seem to be the first to discover this. Could someone clarify what this means in practice? If there is a 'commonality' wh…
The universal weight subspace hypothesis
41–50 of 146 posts
Re: The universal weight subspace hypothesis
#42I find myself wanting genetic algorithms to be applied to try to develop and improve these structures... But I always want Genetic Algorithms to show up in any discussion about neural networks...
I have a real soft spot for the genetic algorithm as a result of reading Levy's "Artificial Life" when I was a kid. The analogy to biological life is more approachable to my poor math education than neural networks. I can grok crossover and mutation pretty easily. Backpropagation is too much for my little brain to handle.
I just stumbled upon a very nice description of the core of it, right here: https://www.youtube.com/watch?v=AyzOUbkUf3M&t=133s
Almost all talks by Geoffrey Hinton (left side on https://www.cs.toronto.edu/~hinton/) are in very approachable if you're passingly familiar with some ML.
Re: The universal weight subspace hypothesis
#43Re: The universal weight subspace hypothesis
#44I find myself wanting genetic algorithms to be applied to try to develop and improve these structures... But I always want Genetic Algorithms to show up in any discussion about neural networks...
Re: The universal weight subspace hypothesis
#45> Principal component analysis of 200 GPT2, 500 Vision Transformers, 50 LLaMA- 8B, and 8 Flan-T5 models reveals consistent sharp spectral decay - strong evidence that a small number of weight directions capture dominant variance despite vast differences in training data, objectives, and initialization. Isn't it obvious?
Not really. If the models are trained on different dataset - like one ViT trained on satellite images and another on medical X-rays - one would expect their parameters, which were randomly initialized to be completely different or even orthogonal.
Re: The universal weight subspace hypothesis
#46Re: The universal weight subspace hypothesis
#47interesting.. this could make training much faster if there’s a universal low dimensional space that models naturally converge into, since you could initialize or constrain training inside that space instead of spending massive compute rediscovering it from scratch every time
Wouldn't this also mean that there's an inherent limit to that sort of model?
If all need just 16 dimensions if we ever make one that needs 17 we know we are making progress instead of running in circles.
Re: The universal weight subspace hypothesis
#48Re: The universal weight subspace hypothesis
#49Earlier quoted context omitted.
Acting as a pass-through for LLMs is logically equivalent to wiring up a bot account.
No, it's not, unless you can argue that the bot would have thought of asking the same question I did, which is unlikely.
Now I’ve argued that the bot would very likely have thought of the same question you did, and my original assertion stands.
Re: The universal weight subspace hypothesis
#50For those trying to understand the most important parts of the paper, here's what I think is the most significant two statements, subquoted out of two (consecutive) paragraphs midway through the paper: > we selected five additional, previously unseen pretrained ViT models for which we had access to evaluation data. These models, considered out-of-domain relative to the initial set, had all their weights reconstructed…