Poll: Is this one of your cruxes for cluelessness?
There's a cluster of responses to arguments for cluelessness I've encountered, which I'm not yet sure I understand but maybe is important. Here's my attempted summary:[1]
Sure, maybe assigning each action a precise EV feels arbitrary. But that feeling merely reflects the psychological difficulty of generating principled numbers, for non-ideal agents like us. It's not a problem for the view that even non-ideal agents should, ultimately, evaluate actions as more or less rational based on precise EV.
If you're skeptical of cluelessness, I'd find it super helpful if you'd agree-vote if you agree with the above response or something very similar to it, and disagree-vote otherwise. ETA: added a poll widget below, please use that instead (thanks to Toby Tremlett for suggesting this). (Please don't vote if you aren't skeptical of cluelessness.) And feel free to comment with some different version of the above you'd agree with, if that difference is important for you. Thanks!
- ^
Some examples of sentiments that, IIUC, this summary encapsulates (emphasis mine):
* Greaves: "I think most of us feel like we’re really just making up arbitrary numbers, but that’s really uncomfortable because precisely which arbitrary numbers we make up seems to make a difference to what we ended up doing." See also Greaves' discussion of the "decision discomfort" involved in complex cluelessness.
* Soares: "Now, I agree that this scenario is ridiculous. And that it sucks. And I agree that picking a precise minute feels uncomfortable. And I agree that this is demanding way more precision than you are able to generate. But if you find yourself in the game, you'd best pick the minute as well as you can. When the gun is pressed against your temple, you cash out your credences."
Linkpost: Bracketing violates the sure-thing principle
I'd been meaning to turn this into a proper post, but didn't get around to it. So I've just linked to this Google doc, which shows that the "bracketing" decision rule violates a version of the sure-thing principle. I personally don't think this is actually much of a problem (see the conclusion of this post, for one), but it might be of interest.