FYI: The author has predicted that "AGI" will be here in 1-2 years and has staked his public reputation on it. He is personally invested in trendlines being lindy rather than sigmoid. I don't think you can use lindy on trends as if trends are static objects, but that's another conversation.
The sigmoids won't save you
101–110 of 297 posts
Re: The sigmoids won't save you
#102Lindy’s Law is an absolute gem, that I'm keeping. If we don't understand the fundamental limits to any particular kind of trend, our default assumption should be that it will continue for about as long as it has gone on already. We can, in fact, easily put a confidence interval on this. With 90% odds we're not in the first 5% of the trend, or the last 5% of the trend. Therefore it will probably go on between 1/19th l…
So for example, the longer a time bomb ticks, the less likely it is to go off any time soon. (Assuming the timer isn't visible.) :)
Re: The sigmoids won't save you
#103Earlier quoted context omitted.
Even at orders of magnitude greater speed, we've still hit diminishing returns for quality of output. We simply haven't found anything like superhuman reasoning ability, just superhuman (potentially) reasoning speed.
I disagree with this. Reinforcement learning with verifiable rewards training is actually the secret sauce that is leading Claude and GPT to automating software engineering tasks. All the easily verifiable domains such as mathematics, coding, and things that can be run inside a reasonable simulation are falling very very fast. By next year if not sooner, mathematicians will be wildly outpaced by LLMs for reasoning.
Re: The sigmoids won't save you
#104If the scary AI is so inevitable, why do you feel such an overwhelming need to convince people about that? Surely you can just wait a bit, and they'll see for themselves.
Re: The sigmoids won't save you
#105Edit: in particular I don’t agree with
But if someone claims that the trend toward increasing AI capabilities will never reach some particular scary level...
One has to agree that the benchmark results are getting “scarier”, which is not automatically implied by finding more goals to optimize forRe: The sigmoids won't save you
#106Earlier quoted context omitted.
In your mind, dangers from AI are imaginary and not even projected, therefore, you don't see any reason to warn about them, because you don't think the dangers are real . You don't believe the road is actually closed up ahead, so you don't think it's necessary to post the sign. In Scott's mind, dangers from AI are not a known fact, but are somewhere between highly probable and a near-certainty. In his mind , there ar…
Gosh it's quite embarassing to have to spell it out, but you inserted the part about Scott's motivations. It can't be found in the text. Neither can any specific discussion of what the dangers are and how we can steer clear. It all comes preplanted in your head. The only thing that Scott is playing on (as far as we can see) is your ingrained fear, by using an ominous headline, and a vague reference to something "scar…
If only there were a way to see more of Scott's thoughts on the subject of AI..
Re: The sigmoids won't save you
#107FYI: The author has predicted that "AGI" will be here in 1-2 years and has staked his public reputation on it. He is personally invested in trendlines being lindy rather than sigmoid. I don't think you can use lindy on trends as if trends are static objects, but that's another conversation.
Re: The sigmoids won't save you
#108Such a long article to say that neither side has a fucking idea about what will happen next. While we're at it, the "exponentials are actually sigmoïds" meme is not necessarily true. While exponentials are never exponentials, sigmoids are not guaranteed. Overshoot-and-collapse examples also happen in tech, e.g. the dotcom bubble, or the successive AI winters.
Re: The sigmoids won't save you
#109Earlier quoted context omitted.
It's an interesting idea, and it may be something that could be mathematically justified, but I do think this is an abuse of Lindy's Law in the absence of such a justification. Per Wikipedia [1]: "The Lindy effect applies to non-perishable items, like books, those that do not have an "unavoidable expiration date"." And later in the article you can see the mathematical formulation which says the law holds for things w…
The analysis in the article explains why it applies to any phenomena that we might be able to notice. The argument given is the same as the one that I first ran across, not by that name, in https://www.nature.com/articles/363315a0 . https://en.wikipedia.org/wiki/Doomsday_argument claims that it was a rediscovery of something that was hypothesized a decade article. I hadn't tried to give it a name, or thought to apply…
Re: The sigmoids won't save you
#110All exponentials eventually become sigmoids? Don’t think this can be true without qualifiers.