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Apparently compression and intelligence are synonymous: https://mattmahoney.net/dc/rationale.html https://mattmahoney.net/dc/rationale.html
by optimalsolver 3y ago
Apparently compression and intelligence are synonymous:
https://mattmahoney.net/dc/rationale.html https://mattmahoney.net/dc/rationale.html
- valenterry 3y agoI think in a sense compression is worse - because not only you want to correctly predict the next token, you also want to do it fast, with a minimal but efficient algorithm that also doesn't require much space / a big dictionary. You could think of it as taking a "snapshot" if an AI and then optimizing the hell out of it for a specific case and you end up with a good compression algorithm.
- mxkopy 3y agoIn today's post-GPT world it's important to recognize the role of embodiment in intelligence as well.
- qumpis 3y agoWhy?
- mxkopy 3y agoThe modality of the data contains an amount of information comparable to the data itself. Telling ChatGPT that it's hearing music rather than a story would probably help it reason about it a lot. On a lower level, you can't tell ChatGPT to reason about an image when its only input is a microphone.
- cubefox 3y agoAIXI / Solomonoff prediction uses lossless compression, which may lead to massive overfitting. If anything, some degree of lossy compression would be "equivalent" to intelligence. Ockham's razor also says that the simplicity of a hypothesis can outweigh another hypothesis which better describes the available evidence. It's a trade-off, and AIXI doesn't make that trade-off, but insists on perfect compression/prediction of the available data. It's basically the curve-fitting problem: You don't want the simplest curve that fits all the available data points perfectly, you want an even simpler curve that still fits the evidence reasonably well. If you hit the right balance between simplicity and fit, you can expect your model to generalize to unseen data, to make successful predictions. That would be intelligence, or some major part of it.
- tgv 3y agoSynonymous, according to one person, taking a liberal view of a only vaguely related result.