Abstract

A common worry regarding normative supervenience theses is that they are easily trivialized unless we somehow restrict the set of descriptive base properties on which the normative properties supervene. The idea is that if all descriptive properties are included in the base, any two individuals that share all their base properties must be the same individual in the same world, from which it follows that they have the same normative properties. We argue that this trivial explanation for unrestricted normative supervenience fails. Moreover, we argue that even if it succeeded, this wouldn’t undermine the explanation challenges associated with normative supervenience.