| > too many ideas that work well, even optimally, at small scale fail horribly at large scale. Not that I disagree, but I don't think that's a reason to not publish. There's another way to rephrase what you've said many ideas that work well at small scales do not trivially work at large scales
But this is true for many works, even transformers. You don't just scale by turning up model parameters and data. You can, but generally more things are going on. So why hold these works back because of that? There may be nuggets in there that may be of value and people may learn how to scale them. Just because they don't scale (now or ever) doesn't mean they aren't of value (and let's be honest, if they don't scale, this is a real killer for the "scale is all you need" people)> Other ideas that work at super specialized settings don’t transfer or don’t generalize. It is also hard to tell if these are hyper-parameter settings. Not that I disagree with you, but it is hard to tell. > Correlations in huge multimodal datasets are way more complicated than most humans can grasp and we will not get to AGI before we can have a large enough group of people dealing with such data routinely. I'm not sure I understand your argument here. The people I know that work at scale often have the worst understanding of large data. Not understanding the differences between density in a normal distribution and a uniform. Thinking that LERPing in a normal yields representative data. Or cosine simularity and orthogonality. IME people that work at scale benefit from being able to throw compute at problems. > we don’t do anybody a favor by increasing the entropy of the publications in the huge ML conferences You and I have very different ideas as to what constitutes information gain. I would say a majority of people studying two models (LLMs and diffusion) results in lower gain, not more. And as I've said above, I don't care about novelty. It's a meaningless term. (and I wish to god people would read the fucking conference reviewer guidelines as they constantly violate them when discussing novelty) |
Regarding large multimodal data, I don’t know what people you refer to, so I can’t comment further. The current math is useful but very limited when it comes to understanding the densities in such data; vectors are always orthogonal at high dim and densities are always sampled very poorly. The type of understanding of data that would help progress in drug and material design, say, is very different from the type of data that can help a chatbot code. Obviously the future AI should understand it all, but it may take interdisciplinary collaborations that best start at an early age and don’t fit the current academic system very well unfortunately.