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I'm squarely in the "stochastic parrot" camp (I know it's not a simple markov model, but still, ChatGPT doesn't think), and it's clearly possible to interpret t
by tgv 3y ago
I'm squarely in the "stochastic parrot" camp (I know it's not a simple markov model, but still, ChatGPT doesn't think), and it's clearly possible to interpret this as a grifting, but your argumentation is too simple.
You're leaving out the essentials. These models do more than fitting the data given. They can output it in a variety of ways, and through their approximation, can synthesize data as well. They can output things that weren't in the original data, tailored to a specific request in the tiniest of fractions of the time it would take a normal person to look up and understand that information.
Your argument is almost like saying "give me your RSA keys, because it's just two prime numbers, and I know how to list them."
- srslack 3y agoSure, you're right, but the simple explanation of regression is better to help people understand. What you're saying, I agree with mostly, but it changes nothing to contradict the fantasy scenario proposed by all of those who are so worried. At that point, it's just "it can be better than (some) humans at language and it can have things stacked on top to synthesize what it outputs." Do we want to go down the road of making white collar jobs the legislatively required elevator attendants? Instead of just banning AI in general via executive agency? That sounds like a better solution to me, actually. OpenAI's lobbyists would never go for that though. Can't have a moat that way.
- adamsmith143 3y agoPlease explain how Stochastic Parrots can perform chain of reasoning and answer out of distribution questions from exams like the GRE or Bar.
- srslack 3y agoProbably because it fits the data. CoT and out of order questions from exams says nothing about whether it can generalize and adapt to things outside of its corpus.
- adamsmith143 3y agoIt's incredibly easy to show that you are wrong and the models perform at high levels on questions that are clearly not in their training data. Unless you think OpenAI is blatantly lying about this: "A.1 Sourcing. We sourced either the most recent publicly-available official past exams, or practice exams in published third-party 2022-2023 study material which we purchased. We cross-checked these materials against the model’s training data to determine the extent to which the training data was not contaminated with any exam questions, which we also report in this paper." "As can be seen in tables 9 and 10, contamination overall has very little effect on the reported results." They also report results on uncontaminated data which shows basically no statistical difference. https://cdn.openai.com/papers/gpt-4.pdf https://cdn.openai.com/papers/gpt-4.pdf
- srslack 3y agoYou seem to misunderstand my point. I'm saying that the "intelligence" is specialized, not generalized and adaptable. It's an approximated function. We're talking about regression based function approximation. This is a model of language. "Emergent behavior", when it's not just a mirage of wishful researchers and if it even exists, is only a side effect of the regression based function approximation to generate a structure that encapsulates all substantive chains of words (a model). We then guide the model further towards a narrow portion of the language latent space that aligns with our perception of intelligent behavior. It can't translate whale song, or an extraterrestrial language, though it may opine on how to do so. The underpinning technology of language models holds more importance than general and adaptable intelligence. It holds more importance than something that is going to, or is capable of, escaping the box and killing us all. It functions as a universal induction machine, capable of modeling - and "comprehending" - the latent structure within any form of signal. The output of that function approximation though, is simply a model. A specialized intelligence. A non-adaptable intelligence, outside of its corpus. Outside of the data that it "fits." The approximated function does not magically step outside of its box. Nor is it capable. It fits the data.
- adamsmith143 3y ago