Some theorists believe that there is a plurality of values, and that in many circumstances these values are incommensurable, or at least incomparable. Others believe that all values are reducible to a single super-value, or that even if there is a plurality of irreducible values these values are commensurable. But I will argue that both sides have got it wrong. Values are neither commensurable nor incommensurable, at least not in the way most people think. We are free to believe in (...) incommensurability or not, depending on what particular conception of morality we want to embrace. Incommensurability is accordingly not a theory about value. It is a presupposition that provides a necessary background condition for a certain kind of value to exist. It is therefore not the kind of view that can be morally true or false. As a presupposition, it can only be accepted or rejected on grounds that do not presuppose that morality already exists. Incommensurability is, like the rejection of hard determinism, one of the presuppositions on which morality as we know it happens to be based. (shrink)

In Liberalism with Excellence, Matthew Kramer makes an argument for how excellence may enter in into liberalism, despite liberalism’s strong commitment to neutrality. Kramer seeks to challenge not only the uncompromising rejection of this position by liberals such a Jonathan Quong, but also the so-called “blended” approach of “soft-perfectionist” scholars such as Joseph Raz and George Sher. In this essay, I do not so much challenge Kramer’s approach as offer an alternative for accomplishing the same thing. Under my proposal, certain (...) forms of excellence and neutrality can both be accommodated as long as state support for the form of excellence at issue is proportional to the support for such a form of excellence within the relevant polity, competing forms of excellence are non-rivalrous, and no one is forced to embrace a form of excellence with which they disagree. My proposal is therefore not what Ronald Dworkin derogatively characterized as “a checkerboard solution.” Rather than allowing the state to support contrary moral positions at one and the same time, it is a solution that takes morally compatible but nevertheless competing conceptions of excellence seriously, and exhibits neutrality by giving them proportional rather than full support. This neither forces anyone to pursue the particular forms of excellence the state supports nor prevents them from pursuing some other form of excellence entirely or, if they wish, no form of excellence at all. (shrink)

Fairness in sport is not just about assigning the top prizes to the worthiest competitors. It is also about the way the prize structure itself is organised. For many sporting competitions, although it may be acceptable for winners to receive more than losers, it can seem unfair for winners to take everything and for losers to get nothing. Yet this insight leaves unanswered some difficult questions about what stakes fairness requires and which principles of stakes fairness are appropriate for particular (...) competitions. In this article I specify a range of different principles of stakes fairness that could regulate sporting competitions. I also put forward a theoretical method for pairing up appropriate principles of stakes fairness with given sporting competitions. Specifically, I argue that the underlying rationales for holding sporting competitions can provide useful guides for identifying appropriate principles of stakes fairness. I then seek to clarify and work through some of the implications of this method for a sample of real world controversies over sporting prize structures. I also attempt to refine the method in response to two possible objections from indeterminacy and relativism. Finally, I compare and contrast my conclusions with more general philosophical debates about justice. (shrink)

Sometimes, two unfair distributions cancel out in aggregate. Paradoxically, two distributions each of which is fair in isolation may give rise to aggregate unfairness. When assessing the fairness of distributions, it therefore matters whether we assess transactions piecemeal or focus only on the overall result. This piece illustrates these difficulties for two leading theories of fairness before offering a formal proof that no non-trivial theory guarantees aggregativity. This is not intended as a criticism of any particular theory, but as a (...) datum that must be taken into account in constructing a theory of fairness. (shrink)