Matti Eklund has argued that a new problem in metanormative theory arises when we consider the possibility of "normative counterparts"—normative concepts with the same normative roles as OUGHT and RIGHT, but with different extensions. I distinguish two versions of the problem, and propose a solution: when we attend to the attitudinal commitments involved in the possession and application of some normative concepts, we find that tolerance for the possibility of normative counterparts is rationally ruled out.

The following scenario seems possible: a community uses concepts that play the same role in guiding actions and shaping social life as our normative concepts, and yet refer to something else. As Eklund argues, this apparent possibility poses a problem for any normative realist who aspires to vindicate the thought that reality itself favors our ways of valuing and acting. How can realists make good on this idea, given that anything they might say in support of the privileged status of (...) our normative concepts can be mirrored by the imagined community? E.g., the realist might claim that using our concepts is what we ought to do if we are to describe normative facts correctly, but members of the other community can claim the same about their concepts, using their own concept of ought. A promising approach to this challenge is to try to rule out the possibility of alternative normative concepts, by arguing that any concepts that have the same normative role must share a reference as well. In this paper I argue that normative quasi-naturalism, a view that combines expressivism about normative discourse with a naturalist metaphysics of normativity, supports referential normativity and solves the problem of alternative normative concepts. (shrink)

In part of The Fragmentation of Being, Kris McDaniel discusses the possibility that we—persons—are not fully real, and the normative upshot of this. The broader metaphysical context is a view on which different things have different degrees of being and what is discussed is the possibility that persons do not have the maximal degree of being. McDaniel thinks that this has a problematic normative upshot: we would not matter. I do not agree. Here I go through some reasons for thinking (...) that the possible metaphysical view discussed does not have the normative upshot that McDaniel thinks it has. (shrink)

According to a certain pluralist view in philosophy of mathematics, there are as many mathematical objects as there can coherently be. Recently, Justin Clarke-Doane has explored what consequences the analogous view on normative properties would have. What if there is a normative pluriverse? Here I address this same question. The challenge is best seen as a challenge to an important form of normative realism. I criticize the way Clarke-Doane presents the challenge. An improved challenge is presented, and the role of (...) pluralism in this challenge is assessed. (shrink)

Reply to Stephanie Leary’s, Kris McDaniel’s, Tristram McPherson’s and David Plunkett’s articles on Choosing Normative Concepts (OUP, 2017) in book symposium in Inquiry.

When asked which of our concepts are normative concepts, metaethicists would be quick to list such concepts as GOOD, OUGHT, and REASON. When asked why such concepts belong on the list, metaethicists would be much slower to respond. Matti Eklund is a notable exception. In his recent book, Choosing Normative Concepts, Eklund argues by elimination for “the Normative Role view” that normative concepts are normative in virtue of having a “normative role” or being “used normatively”. One view that Eklund aims (...) to eliminate is “the Metaphysical view” that normative concepts are normative in virtue of referring to normative properties. In addition to arguing that Eklund’s objection looks doubtful by its own lights, we argue that there are several plausible versions of the Metaphysical view that Eklund doesn’t eliminate, defending various claims about normative concepts and their relationships to deliberation, competence, reference, and possession along the way. (shrink)