> This compression is lossy Is compression really lossy? What is an example of lost knowledge?
LLM-Deflate: Extracting LLMs into Datasets
11–20 of 41 posts
Re: LLM-Deflate: Extracting LLMs into Datasets
#12> This compression is lossy Is compression really lossy? What is an example of lost knowledge?
Think about all the times in llm gets it wrong, the fact that would have helped to get it right is something that was lost. I suppose this isn't proof it's lossy just maybe we don't know how to get the data out. Or look at it another way LLMs or just text prediction machines, whatever information doesn't help them predict the next token or conflicts with the likelihood of the next token is something that gets dropped…
So in short what works is a model + a way to know its good outputs from bad ones.
Re: LLM-Deflate: Extracting LLMs into Datasets
#13Re: LLM-Deflate: Extracting LLMs into Datasets
#14> This compression is lossy Is compression really lossy? What is an example of lost knowledge?
Think about all the times in llm gets it wrong, the fact that would have helped to get it right is something that was lost. I suppose this isn't proof it's lossy just maybe we don't know how to get the data out. Or look at it another way LLMs or just text prediction machines, whatever information doesn't help them predict the next token or conflicts with the likelihood of the next token is something that gets dropped…
Re: LLM-Deflate: Extracting LLMs into Datasets
#15Re: LLM-Deflate: Extracting LLMs into Datasets
#16My gripe with an approach like this is the lack of any grounding to these generated topics. Hallucination accumulates like error in this case so every generation that is conditioned by a previous one (the recursive "hierarchical topic exploration" in TFA). I suspect most of the "leafs" are unusable.
Re: LLM-Deflate: Extracting LLMs into Datasets
#17Earlier quoted context omitted.
it's exactly the same as JPEG images being lossy, while you can see image as a whole (and it is enough for 99% of people), you are obviously missing some details and the more you rely on those details (professional photography, scientific data) the more obvious it is (to the point of image being useless in some cases) same with LLMs, we are currently testing how far we can go before we seeing obvious issues
whats an example of loss?
A simple example of this is if you have 4 bits of data and have a compression algorithm that turns it into 2 bits of data. If your dataset only contains 0000, 0011, 1100, and 1111; then this can technically be considered lossless compression because we can always reconstruct the exact original data (e.g. 0011 compresses to 01 and can decompress back to 0011, 1100 compresses to 10 and can decompress back to 1100, etc). However, if our dataset later included 1101 and got compressed to 10, this is now “lossy” because it would decompress to 1100, that last bit was “lost”.
An LLM is lossy compression because it lacks the capacity to 1:1 replicate all its input data 100% of the time. It can get quite close in some cases, sure, but it is not perfect every time. So it is considered “lossy”.
Re: LLM-Deflate: Extracting LLMs into Datasets
#18Wouldn’t this method be good if applied on humans in job interviews?
this is more like writing one's autobiography.
Re: LLM-Deflate: Extracting LLMs into Datasets
#19> This compression is lossy Is compression really lossy? What is an example of lost knowledge?
Re: LLM-Deflate: Extracting LLMs into Datasets
#20Earlier quoted context omitted.
it's exactly the same as JPEG images being lossy, while you can see image as a whole (and it is enough for 99% of people), you are obviously missing some details and the more you rely on those details (professional photography, scientific data) the more obvious it is (to the point of image being useless in some cases) same with LLMs, we are currently testing how far we can go before we seeing obvious issues
whats an example of loss?