It is common for moral philosophers to reject a moral theory on the basis that its verdicts are unreasonably demanding—it requires too much of us to be a correct account of our moral obligations. Even though such objections frequently strike us as convincing, they give rise to two challenges: Are demandingness objections really independent of other objections to moral theories? Do standard demandingness objections not presuppose that costs borne by the comfortably off are more important than costs borne by the (...) poor? These challenges have led some writers to question whether there really can be convincing demandingness objections, notwithstanding their strong initial appeal. David Sobel has argued that standard demandingness objections are ‘impotent’, Liam Murphy that they can be ‘dissolved’. In this paper, I aim to vindicate the possibility of demandingness objections by addressing these two challenges. (shrink)

Promotion is the relation between an act and a desire that obtains when the act advances or serves the desire. Under what conditions does an act promote a desire? Probabilistic accounts of promotion, the most prominent accounts, analyze promotion in terms of an increase in the probability of the desire’s satisfaction. In this paper, we clarify the promotion relation and explain why probabilistic accounts are attractive. Then we identify two questions probabilistic accounts must answer: the Baseline Question and the Interpretation (...) Question. We discuss and reject the three answers to the Baseline Question found in the literature, and explain the challenge future attempts at answering this question will face. Proponents of probabilistic accounts have not adequately addressed the Interpretation Question. We survey three answers to this question, finding each unsatisfactory. We conclude that no satisfactory probabilistic account has yet been offered, and that there are significant hurdles to providing one in the future. (shrink)