During this process, I don’t think it’s particularly unusual for the person to notice a technical problem but overlook a clever way to solve that problem.
I think this isn’t the claim; I think the claim is that it would be particularly unusual for someone to overlook that they’re accidentally solving a technical problem. (It would be surprising for Edison to not be thinking hard about what filament to use and pick tungsten; in actual history, it took decades for that change to be made.)
Sure, but then the other side of the analogy doesn’t make sense, right? The context was: Eliezer was talking in general terms about the difficulty of the AGI x-risk problem and whether it’s likely to be solved. (As I understand it.)
[Needless to say, I’m just making a narrow point that it’s a bad analogy. I’m not arguing that p(doom) is high or low, I’m not saying this is an important & illustrative mistake (talking on the fly is hard!), etc.]
So I definitely think that’s something weirdly unspoken about the argument; I would characterize it as Eliezer saying “suppose I’m right and they’re wrong; all this requires is things to be harder than people think, which is usual. Suppose instead that I’m wrong and they’re right; this requires things to be easier than people think, which is unusual.” But the equation of “people” and “Eliezer” is sort of strange; as Quintin notes, it isn’t that unusual for outside observers to overestimate difficulty, and so I wish he had centrally addressed the the reference class tennis game; is the expertise “getting AI systems to be capable” or “getting AI systems to do what you want”?
I think this isn’t the claim; I think the claim is that it would be particularly unusual for someone to overlook that they’re accidentally solving a technical problem. (It would be surprising for Edison to not be thinking hard about what filament to use and pick tungsten; in actual history, it took decades for that change to be made.)
Sure, but then the other side of the analogy doesn’t make sense, right? The context was: Eliezer was talking in general terms about the difficulty of the AGI x-risk problem and whether it’s likely to be solved. (As I understand it.)
[Needless to say, I’m just making a narrow point that it’s a bad analogy. I’m not arguing that p(doom) is high or low, I’m not saying this is an important & illustrative mistake (talking on the fly is hard!), etc.]
So I definitely think that’s something weirdly unspoken about the argument; I would characterize it as Eliezer saying “suppose I’m right and they’re wrong; all this requires is things to be harder than people think, which is usual. Suppose instead that I’m wrong and they’re right; this requires things to be easier than people think, which is unusual.” But the equation of “people” and “Eliezer” is sort of strange; as Quintin notes, it isn’t that unusual for outside observers to overestimate difficulty, and so I wish he had centrally addressed the the reference class tennis game; is the expertise “getting AI systems to be capable” or “getting AI systems to do what you want”?