Attila Tanyi

The paper deals with a charge that is often made against consequentialist moral theories: that they are unacceptably demanding. This is called the Overdemandingness Objection. The paper first distinguishes three interpretations of the Objection as based on the three dimensions of moral demands: scope, content, and authority. It is then argued that neither the scope, nor the content-based understanding of the Objection is viable. Constraining the scope of consequentialism is neither helpful, nor justified, hence the pervasiveness of consequentialism cannot be the ground for the Objection. Although recent approaches interpret the Objection as a claim about the excessively demanding content of consequentialism, it is argued that the stringency of consequentialism is also unproblematic insofar as demandingness is concerned. These results show that the only way to put the Objection is by focusing on the inescapability of consequentialism. The Objection thus takes the following form: consequentialism is overdemanding because it requires us, with decisive force, to do things that we do not have decisive reason to perform. However, in the last part of the paper it is shown that defending this interpretation of the Objection is at best an open-ended and perilous enterprise. The paper concludes that the case for authority is weak: although this is the only defensible way to advocate the Objection, its successful defence depends on the truth of further substantial philosophical positions.

My aim in this paper is to critically assess the idea that reasons for action are provided by desires (the Desire-based Reasons Model or the Model). I start from the claim that the most often employed meta-ethical background for the Model is ethical naturalism; I then consider attempts to argue against the Model through its naturalism. I make use of two objections that are both intended to refute naturalism per se. One is the indirect version of G. E. Moore’s Open Question Argument (OQA), the other is Derek Parfit’s more recent Triviality Objection (TO). I show that naturalists might be able to avoid both objections in case the reduction they propose is tolerable. This, however, means that in order to see if the objections work, we must analyze the particular reductions proposed. Hence, though not knock down arguments as they were intended to be, the indirect OQA and TO may pose threat to the Model.