Show HN: Overfitted a 900KB Transformer to Compress a 100MB CSV into 7MB
I built an experiment that uses an overfitted transformer and arithmetic coding to compress individual files.
Instead of training the model to generalize, I train a 900KB transformer to memorize a single file and predict the next byte. Those predictions are fed into an arithmetic coder to produce the compressed output.
On a 100MB NYC taxi CSV, it compresses to about 7MB (~0.5 bits/byte). On a 100MB slice of enwik9, it compresses to about 21MB (~1.68 bits/byte).
It's pretty slow right now (roughly 20–30 minutes of training and 45 minutes each for compression and decompression on my AMD 7800XT).
Checkout the repo - https://github.com/samyak112/pym-particles
33 comments
[ 0.18 ms ] story [ 69.8 ms ] threadEdit: oh wait that's too easy. Need to generate /publish random digits so everyone can use it.
But it’s only for the game I’m building and it’s not pure compression work, I had to do some tricky things
I am curious. A classic machine learning ensemble approach is to overfit a collection of small models then bag them (e.g. voting) allowing the models to generalize.
I'm sure someone's tried to overfit a bunch of transformers for compression like this, then bag them to see how well it does?
1. How much was AI used to generate documentation for this project?
2. The 100MB CSV data sources are not provided in the repo so it doesn't seem possible to reproduce your results. The enwik9 dataset says it is a "slice" of the larger data set, and there are many NYC taxi trip record datasets that exist. Can you provide the datasets used to generate your results?
3. I am surprised to see performance comparisons only between your transformer and WinZIP. What were your results when comparing your transformer to more modern approaches like LZMA2 (level 9), BZIP2 and ZPAQ (max effort)?
So the codec would be something like: <header describing image size + transformer layer shape> <transformer data itself>
I've seen experiments where people have a "fixed" pipeline but I think having something more dynamic would work quite well.
Check it out: https://github.com/samyak112/pym-particles/blob/main/arithme...
A non-general compression algorithm (model - I don't mean a distinct llm, but "modeling data") targeted at a specific dataset will always do better than a general algorithm.
The reason I mentioned the "encoder" doesn't matter - arithmetic coding, for the data it is presented, will beat huffman/adaptive huffman every day, but it's the model that is where the real "compression" comes into play.
I've implemented enough "coders" over the years, including arithmetic for both commercial and research purposes (was a student of Glen Langdon).
So apply this same logic to compressing a bigger model within a smaller model
I know this is absolutely regarded, but humour me please
main drawback is that it's not lossless ;-)
but this is great. I hope this actually becomes a format that wraps the weights and transformer module (maybe this can also be NAS-optimized too?). Maybe it would even work for video?
It's like calling gzip but instead of compression level you choose kolmogorov complexity level
TabPFN v2 is probably less overfit: https://news.ycombinator.com/item?id=42647343
There issue was the size of such log tables that would be needed, and hence, they settled for some trade-off.
My question is: can the expensive log-domain addition / correction function be implemented as fixed hardware lookup tables or approximate units?
Update: found the vendor: https://www.tensordyne.ai/silicon-and-math