What about the cost of pain from the flu shot? Based on my past experiences (all from childhood, so maybe not that accurate for me now), I would be willing to pay $20-$50 to avoid the pain from a shot. I also didn't find the flu that unpleasant, so I might only be willing to pay $120-150 to avoid it assuming no risk of death. It seems like the expected value of a flu shot is small enough for these sorts of subjective preferences to tip the balance in many cases.
But unless your population ethics are "fine-tuned" to make Plus and Minus equally cost-effective, one of them will be clearly better (more cost-effective) than the other. If you think Minus is better than Plus, then Minus is better than Plus+Minus, which is better than Growth, so you should donate exclusively to Minus.
I don't think this follows. If you think that Minus is better than Plus, it does not follow that Minus is better than Plus+Minus. Likewise, if you think that Plus is better than Minus, it does not follow that Plus is better than Plus+Minus. The key is that with certain population ethics, the change caused by Plus or Minus is context-dependent.
For instance, suppose you have average utilitarianism and utility is proportional to income per year. Also assume an existing population of two people each earning $500 in a poor country.
Minus causes one less person to be born in the poor country. This doesn't change the average, so with Minus you have spent $1000 for no change in utility at all.
Plus costs $6000 and causes there to now be 3 people. Overall utility is (5000 + 500 + 500)/3 = 2000
Minus + plus costs $7000 and causes there to be 2 people with overall utility of (5000 + 500)/2 = 2750
Plus has a cost per added utilon of 6000 / (2000 - 500) = 4. Minus+plus has a cost per added utilon of 7000 / (2750 - 500) = 3 + change
Therefore plus+minus is better than plus which is better than minus.
I assumed that the effect of the intervention is "small enough relative to the world" for your population ethics to be smooth. For average utilitarianism in particular, this corresponds to the percentage change in population being small. In your scenario, this isn't true, since there are only 2 people, but in the real world it holds up very well. Just 1% of the world population is 70 million people, and virtually no intervention (except for things like existential risk reduction) could cause such a large population change.
Forcing anyone to stay in their current relationship forever or forever preventing them from entering a relationship would be quite bad. In order to help him, he'd have to be doing worse than that.
The way to help him would be a bit trickier than that: let him have "good" relationships but not bad. Let him leave "bad" relationships but not good. And then control his mental behaviors so that he's not allowed to spend time being miserable about his lack of options... (it's hard to force rationality)
Controlling his mental behaviors would either be changing his preferences or giving him another option. For judging whether he is behaving irrationally, shouldn't his preferences and set of choices be held fixed?
How do you distinguish his preferences being irrationally inconsistent [...] from him truly wanting to be in relationships periodically[...]?
By talking to him. If it's the latter, he'll be able to say he prefers flip flopping like it's just a matter of fact and if you probe into why he likes flip flopping, he'll either have an answer that makes sense or he'll talk about it in a way that shows that he is comfortable with not knowing. If it's the former, he'll probably say that he doesn't like flip flopping, and if he doesn't, it'll leak signs of bullshit. It'll come off like he's trying to convince you of something because he is. And if you probe his answers for inconsistencies he'll get hostile because he doesn't want you to.
I'm not sure where you're going with the "magic pill" hypotheticals, but I agree. The only thing I can think to add is that a lot of times the "winning behaviors" are largely mental and aren't really available until you understand the situation better.
For example, if you break your foot and can't get it x-rayed for a day, the right answer might be to just get some writing done - but if you try to force that behavior while you're suffering, it's not gonna go well. You have to actually be able to dismiss the pain signal before you have a mental space to write in.
I'm not sure where you're going with the "magic pill" hypotheticals, but I agree.
I meant that if someone is behaving irrationally, forcing them to stop that behavior should make them better off. But it seems unlikely to me that forcing him to stay in his current relationship forever, or preventing him from ever entering a relationship (these are the two ways he can be stopped from flip-flopping) actually benefit him.
Have people made estimates of how cost-effective these are?
Yes, they did. In real world, "Plus" option means "one more person born in a middle-income country, in a poor and uneducated family". And even that is expensive.
That might be the most cost-effective Plus option, actually - if you crudely model the cost of one extra birth as proportional to the child's future income, then diminishing marginal utility of income means that it's better to promote births in poorer countries (up to a point). The optimal income level at which to do a Plus intervention (in terms of maximizing the cost-effectiveness of Plus+Minus) depends on the cost of preventing a birth in a poor country. If the cost is high, you'd want Plus to be in a richer country due to the "overhead" of the Minus intervention, but if Minus costs almost nothing, you'd want Plus to be in a country only slightly richer than the Minus country.
That would be an example of Growth.
I think this would almost certainly be more cost-effective than Plus+Minus if you were a government, but I'm not sure how easy or hard it would be for an individual to influence their government's immigration policy.
It seems to me that there's a simpler argument for the same conclusion with the same premises. Consider any small population-changing intervention. If it's small then it's approximately reversible. Either it or its reverse will have positive rather than negative impact. It such interventions are cheap enough, the impact will still be positive after accounting for cost. If you got staggeringly unlucky and picked an intervention of near-zero net impact, pick a different one instead.
Of course all the premises are somewhat questionable, but that's true whichever formulation of the argument one uses.
It's not obvious to me why small interventions should be reversible - can you explain? The fact that lives of type X (e.g. people born in a particular place) are cheap to create and prevent doesn't mean it should be done independent of your population ethics: if you think X-type lives are neutral, it's not worth changing the number of them. It needs to be cheap to create/prevent at least two different types of lives which are clearly different in expected utility. That way, someone who thinks that one type is neutral will find the other type highly non-neutral and be in favor of changing its population size.
For example, even if it's cheap to change the number of people living on $500 per year, someone who thinks those lives are barely worth living wouldn't do it. But if it's also cheap to change the number living on $50,000 per year, then the same person would be in favor of increasing that number. The idea is that nobody should view both types of lives as neutral, since they are very different and most people think it's very good to improve an existing person's income by 100-fold.
Critical level utilitarianism is isomorphic to total utilitarianism. Utilities are invariant under adding constants but sums of utilities are not, so to use total utilitarianism, you need to pick what level of utility to call 0, which is effectively the same as picking a level of utility to call u0 in critical level utilitarianism.
If you have some canonical way of picking a 0 point for the utility functions which is not the critical level, then it might be more convenient to use CLU so you don't have to change the 0 point, but the difference is purely notational. Your utility=income suggestion doesn't work as such a canonical method in humans because utility isn't proportional to income.
If r > 1, Choice 1 is better, and if r < 1, Choice 2 is better.
Nitpick: only if change in 2 under choice 2 is positive.
Your utility=income suggestion doesn't work as such a canonical method in humans because utility isn't proportional to income.
I just meant that picking a value of u0 is equivalent to picking a value of income ("y0") such that u(y0)=u0.
Certainly in an idealized world the reproductive capacity of a tribe of humans is only limited by the number of women. C.f. Randy the guinea pig, father of 400.
But on the other hand, neither modern humans nor ancestral humans lived in that kind of idealized world. In the modern world we have limited monogamy and reduced pressure to have kids. Somewhere around 18% of women in the U.S. don't end up having kids - I'd expect that a woman surviving would lead to more kids, but not actually 2 more, and similarly a missing man wouldn't just be replaced by the nearest available sperm-producer. I dunno how to put a number to it.
In an ancestral environment close to equilibrium (what you imply by saying that each person has 1 kid on average), the situation is even more egalitarian. That equilibrium is maintained by something other than birth rate. If the issue is limited resources, and if an additional person can gather additional resources, then a man and a woman will both be able to increase the long-term number of children about the same. If the population is growing exponentially but is occasionally devastated by war, a man will lead to a larger population the war is in five years but a woman will lead to a larger population if the war is thirty years. If by disease or famine, there might be very little dependence on gender.
I'd expect that a woman surviving would lead to more kids, but not actually 2 more, and similarly a missing man wouldn't just be replaced by the nearest available sperm-producer. I dunno how to put a number to it.
One way to start estimating it would be to correlate local sex ratios with local birth rates and try to control for as many things as possible. Unfortunately, this is probably very hard to do...
In an ancestral environment close to equilibrium (what you imply by saying that each person has 1 kid on average), the situation is even more egalitarian.
I'm actually most interested in the answer for modern poor countries, which are neither stable in population nor Malthusian. Basically, I'm wondering how interventions that save lives of one gender (but not the other) today will affect the population size 20 to 30 years in the future. Non-replacement fertility doesn't qualitatively change things: the question just becomes whether a life saved increases the population by more or less than "next generation's size / current generation's size". Replacement fertility is just the special case where the ratio is 1; I used that number in my question only for simplicity.
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I don't think you do, you are just saying that you do.
I don't see how you can distinguish the two? For a ethical belief that has direct practical implications (e.g. "eating animals is bad"), you can accuse someone of being hypocritical by pointing out that they don't actually act that way (e.g. they eat a lot of meat). But the repugnant conclusion isn't directly applicable to practical decisions - nothing an individual can do will change the world enough to bring it about, and the repugnant conclusion doesn't directly imply anything about the marginal value of quality vs. quantity of lives.