Earlier quoted context omitted.
... not overtly, intentionally evil. FTFY
What’s the case that they’re secretly, unintentionally evil?
Ten advances in mathematics and theoretical computer science
821–830 of 1001 posts
Re: Ten advances in mathematics and theoretical computer science
#822Earlier quoted context omitted.
... not overtly, intentionally evil. FTFY
What’s the case that they’re secretly, unintentionally evil?
Re: Ten advances in mathematics and theoretical computer science
#823People argue whether we are at y-5, y, or y+5, meanwhile we seem to be on a y=2^x exponential that keeps delivering more and more impressive results. The most interesting question to me is what will be consumed by the exponential like math seems to be undergoing, and what won’t. Writing has been quite stubborn, but I’ve noticed Fable to be quite a big step up there. How about politics? Will we develop new ways to let…
Many many things are only useful when expressed in the physical world, and that introduces lag.
Re: Ten advances in mathematics and theoretical computer science
#824Re: Ten advances in mathematics and theoretical computer science
#825Earlier quoted context omitted.
I don’t really like AI but let’s stop kidding ourselves, no human mathematician could make progress on a dozen major open problems in a week or two. If you’re measuring it against humans then it is by far the best mathematician to ever live.
I guess it depends on how to measure a single "person"? If you spun up 2000 copies of Terrance Tao, I wouldn't be surprised if you found a few new discoveries at the end of it.
Re: Ten advances in mathematics and theoretical computer science
#826Earlier quoted context omitted.
We definitely are not on an exponential. Don't say we are because this isn't up for debate. AI progress is logarithmic the million dollar question is 2x or 10x for linear improvement. The nearest qualitative shift would be very fast inference so people could start writing real software on top of LLMs. A 0.001% optimization on a packing problem just isn't interesting for the amount of investment.
> A 0.001% optimization on a packing problem just isn't interesting for the amount of investment. I think you have completely misunderstood what OpenAI have accomplished here. Almost certainly no one cares about the specific concrete results achieved; they only care about (a) how difficult it would be for an intelligent human to achieve the same feat (ETA: the feat is the proof), which can be estimated by the amount…
And you’re thinking this is an accurate comparison?
Re: Ten advances in mathematics and theoretical computer science
#827Earlier quoted context omitted.
I'm surprised no one has mentioned Cambridge Analytica.
What about them?
Re: Ten advances in mathematics and theoretical computer science
#828People argue whether we are at y-5, y, or y+5, meanwhile we seem to be on a y=2^x exponential that keeps delivering more and more impressive results. The most interesting question to me is what will be consumed by the exponential like math seems to be undergoing, and what won’t. Writing has been quite stubborn, but I’ve noticed Fable to be quite a big step up there. How about politics? Will we develop new ways to let…
I expect we can squeeze a lot more exponential out of LLMs because they’ve basically shown that human “consciousness,” insofar as it’s composed of knowledge and rules for synthesizing that knowledge, can be represented mathematically in a very high dimensional space. Why does this “just work?” Nobody really knows, but it clearly does. However, I also expect this squeeze will come at an increasingly expensive price —…
We know language has to be learnable by every human, so it needs to be really independent of any specific brain development particularities. If it was not accessible to babies there would be no more language next generation.
Re: Ten advances in mathematics and theoretical computer science
#829Re: Ten advances in mathematics and theoretical computer science
#830People argue whether we are at y-5, y, or y+5, meanwhile we seem to be on a y=2^x exponential that keeps delivering more and more impressive results. The most interesting question to me is what will be consumed by the exponential like math seems to be undergoing, and what won’t. Writing has been quite stubborn, but I’ve noticed Fable to be quite a big step up there. How about politics? Will we develop new ways to let…
Sigmoidal, not exponential. It would be insane to assume an exponential curve