Population, existence and incommensurability

Jan Narveson has articulated a deeply held, widely shared intuition regarding what moral law has to say about bringing additional people into existence: while we are “in favour of making people happy,” we are “neutral about making happy people.” Various formulations of the Narvesonian intuition (closely related to the person-affecting intuition or restriction) have been widely criticized. This present paper outlines an off-the-beaten-path alternate construction of the intuition—the existence condition—and argues that that particular construction has the resources to avoid some of those criticisms. But still other considerably more widely recognized alternate constructions have been offered as well. Thus John Broome outlines what he calls the neutrality intuition. While Broome finds the underlying intuition “strongly attractive,” he nonetheless argues that the neutrality intuition itself leads us quickly into inconsistency. Wlodek Rabinowicz disagrees. On his view, Broome’s inconsistency argument shows, not that the neutrality intuition is false, but rather that it doesn’t follow, from the fact that the outcome, or possible future or world, that includes the additional person is neither better nor worse than the (otherwise similar) world that excludes that person, that the one world is exactly as good as the other. The better view, according to Rabinowicz, is that, on occasion, and specifically when the coming into existence of additional people is at stake, the one world is incommensurate with the other. What is called the principle of trichotomy is, in other words, false. Difficulties arise, however, when we try to reject that seemingly compelling conceptual principle. This present paper concludes with the argument that the availability of the existence condition—which, together with certain other uncontroversial moral principles and a handful of conceptual principles, forms the existential approach—shows that we can maintain the most intuitive parts of neutrality intuition while avoiding both Broome’s inconsistency worry and Rabinowicz’s commitment to incommensurability. Incommensurability may be correct on other grounds—but not, this present paper argues, on the grounds provided by Broome’s inconsistency argument.