Philosophy, global priorities and animal welfare research. My current specific interests include: philosophy of mind, moral weights, person-affecting views, preference-based views and subjectivism, moral uncertainty, decision theory, deep uncertainty/cluelessness and backfire risks, s-risks, and indirect effects on wild animals.
I’ve also done economic modelling for some animal welfare issues.
Hi Nicolas, thanks for commenting!
Ah, good point. (You’re assuming the separate components can be added directly (or with fixed weights, say).)
I guess the cases where you can’t add directly (or with fixed weights) involve genuine normative uncertainty or incommensurability. Or, maybe some cases of two envelopes problems where it’s too difficult or unjustifiable to set a unique common scale and use the Bayesian solution.
In practice, I may have normative uncertainty about moral weights between species.
If you’re risk neutral, probably. Maybe not if you’re difference-making risk averse. Perhaps helping insects is robustly positive in expectation, but highly likely to have no impact at all. Then you might like a better chance of positive impact, while maintaining 0 (or low) probability of negative impact.
For my illustration, that’s right.
However, my illustration treats the components as independent, so that you can get the worst case on each of them together. But this need not be the case in practice. You could in principle have interventions A and B, both with ranges of (expected) cost-effectiveness [-1, 2], but whose sum is exactly 1. Let the cost-effectiveness of B be 1-”the cost-effectiveness of A”. Having things cancel out so exactly and ending up with a range that’s a single value is unrealistic, but I wonder if we could at least get a positive range this way.
Ya, the default doesn’t seem privileged if you’re a consequentialist. See this post.