5 ms·
I always wonder how LLMs will achieve superintelligence when they are, by definition, average.
by sambapa 2y ago
I always wonder how LLMs will achieve superintelligence when they are, by definition, average.
- drpossum 2y agoWhere is this defined? I'll wait for your reponse.
- sambapa 2y agoIn some math books about markov chains
- porridgeraisin 2y agoTo this pedantic point, If the average written intelligence of all humans alive and dead is > the max intelligence of all live humans who are also willing/positioned to do the same task at the same time and at the same place. But yeah, I don't think LLMs (the current core architecture) can provide super intelligence. I think it needs a bit more than next token prediction architecturally speaking.
- sebastiennight 2y agoThis is incorrect. If you take the most basic interpretation of an LLM at temperature 0 as predicting the most likely token, and you run it on, say, 1,000 runs of "complete this Spanish sentence with the word for 'X'", then: - maybe ALL humans would fail the test in some way, eg. let's say everybody gets at least 10 of those wrong, and the average person gets 100 of those wrong. - still, as long as most people correctly get each word right, your LLM would get every single response correct (because for each item in the test, 900+ people out of a thousand gave the same correct answer in the training set). In that sense, it's totally possible for a system trained on a vast vat of average-human input to generate super-human outputs.
- sambapa 2y agoBut still, the questions in that test are "solved" in the sense of "I can take a dictionary and answers these questions with full certainty". Beyond established knowledge LLMs are monkeys with typewriters, at best.
- yunwal 2y agoI’d like to see you ace even a middle-school level Spanish test with just a dictionary (sub Spanish with some other language if you happen to know Spanish).
- sambapa 2y agoIt was a figure of speech. But there is nothing superintelligent about acing Spanish tests. Give me a Riemann hypothesis.
- sebastiennight 2y agoLet's define "zeta" as a mathematical function ζ(s) which takes a statement "s" as input, where s is a statement of a breakthrough in LLM capabilities achieved relative to the current date and time and ζ(s) is the probability that a given AI skeptic will honestly recognize "s" as a breakthrough, then our Riemann-Goalpost hypothesis is that ζ has zeros for every "s" which is a negative integer (every breakthrough that happened in the past is null in value) and only has positive values where s is positive. We can conclude from the above that given a far enough date in the future, any given breakthrough can be spectacular, but once achieved, will be derided as trivial.