I’ve argued in my unawareness sequence that when we properly account for our severe epistemic limitations, we are clueless about our impact from an impartial altruistic perspective.
However, this argument and my responses to counterarguments involve a lot of moving parts. And the term “clueless” gets used in various importantly different ways. It can be easy to misunderstand which claims I am (not) making, in the context of previous EA and academic writings on cluelessness.
So, as a “guide” to these arguments, I’ve written this list of questions and resources that answer them. Caveats:
Sure, we don’t have an exact probability distribution over possible outcomes with exact values assigned to them. But aren’t we still ultimately aiming for the highest-EV action? And can’t we do that using best-guess proxies for the EV?[1]
“Unawareness vs. uncertainty” in “The challenge of unawareness for impartial altruist action guidance: Introduction”
“Okay, But Shouldn’t We Try to Approximate the Bayesian Ideal?” in Violet Hour (2023)
Further reading:
Sure, you don’t need to have precise probabilities and evaluate actions based on EV to avoid money pumps. Still, don’t coherence/representation theorems collectively suggest that precise EV maximization is normatively correct? (As Yudkowsky puts it, “We have multiple spotlights all shining on the same core mathematical structure [of expected utility]”.)[3]
“Unawareness vs. uncertainty” in “The challenge of unawareness for impartial altruist action guidance: Introduction”
“Avoiding dominated strategies” in “Winning isn’t enough”
Further reading:
Note: I’m not sure the references included here fully respond to this question. But it’s not yet clear to me what people mean by this question, so I encourage anyone who finds the included references inadequate to say in the comments what they have in mind.
This work argues against the view that diachronic (i.e., sequential) money pump / dominated strategy arguments, such as the arguments against incompleteness, are normatively relevant in the first place.
Note: Again, I’m not entirely sure what the argument for this objection is supposed to be, so it’s hard to say whether these references adequately address it.