I suspect that those would be longer than should be posted deep in a tangential comment thread.
Yeah probably. To be honest I’m still rather new to the rodeo here, so I’m not amazing at formalizing and communicating intuitions, which might just be boilerplate for that you shouldn’t listen to me :)
I’m sure it’s been hammered to death elsewhere, but my best prediction for what side I would fall on if I had all the arguments laid out would be the hard-line CS theoretical approach, as I often do. It’s probably not obvious why there would be problems with every proposed difficulty for additive aggregation. I would probably annoyingly often fall back on the claim that any particular case doesn’t satisfy the criteria but that additive value still holds.
I don’t think it’d be a lengthy list of criteria though. All you need is causal independence. The kind of independence that makes counterfactual (or probabilistic) worlds independent enough to be separable. You disvalue a situation where grandma dies with certaintly equivalently with a situation where all of your 4 grandmas (they got all real busy after the legalization of gay marriage in their country) are subjected to 25% likelihood of death. You do this because you value the possible worlds equally according to their likelihood, and you sum the values. My intuition that refusing to not also sum the values in analogous non-probabilistic circumstances would cause inconsistencies down the line, but I’m not sure.
Yeah probably. To be honest I’m still rather new to the rodeo here, so I’m not amazing at formalizing and communicating intuitions, which might just be boilerplate for that you shouldn’t listen to me :)
I’m sure it’s been hammered to death elsewhere, but my best prediction for what side I would fall on if I had all the arguments laid out would be the hard-line CS theoretical approach, as I often do. It’s probably not obvious why there would be problems with every proposed difficulty for additive aggregation. I would probably annoyingly often fall back on the claim that any particular case doesn’t satisfy the criteria but that additive value still holds.
I don’t think it’d be a lengthy list of criteria though. All you need is causal independence. The kind of independence that makes counterfactual (or probabilistic) worlds independent enough to be separable. You disvalue a situation where grandma dies with certaintly equivalently with a situation where all of your 4 grandmas (they got all real busy after the legalization of gay marriage in their country) are subjected to 25% likelihood of death. You do this because you value the possible worlds equally according to their likelihood, and you sum the values. My intuition that refusing to not also sum the values in analogous non-probabilistic circumstances would cause inconsistencies down the line, but I’m not sure.