Building on Goldman 2008 and 2009, which argue that objective values would be strange in coming in degrees but in no determinate number of degrees, this paper argues that related properties having to do with degrees of value make a further case against objective values. The properties of giving rise to intransitive orderings and being essentially comparative are explained by Larry Temkin in Rethinking the Good. He shows that “better than” is intransitively ordered. Many subjective states are too. But similar (...) arguments for the intransitive orderings of intrinsic objective properties fail. Furthermore, subjective properties and states can change without these changes being explained by changes in their objects. This is similar to the essentially comparative nature of goodness. Given the analogies to subjective states and lack of analogies to objective properties that the present article points out, it argues that we should infer, as Temkin does not, that values are subjective. (shrink)

This work motivates the Combined Model for Combining Ideals, which Larry Temkin introduces in “sketch” form in Rethinking the Good, and goes on to begin filling in the details of the sketch. It argues that the Combined Model for Combining Ideals is most plausible when there are upper and lower caps on the extent to which an ideal can add to or subtract from the overall goodness of an outcome, but the caps for different values can and should differ.

Temkin's Essentially Comparative View of moral ideals says that goodness is comparison set dependent: the goodness of an outcome is relativized to a set of outcomes. This view does not entail that betterness is intransitive; indeed, it provides the resources for maintaining transitivity. However, it does entail that the structure of goodness is more complex than is standardly supposed. It thereby demands a modification of the standard connection between goodness and decision. I set out this challenge, canvas some options, and (...) show that Temkin vacillates between two of them. (shrink)