An argument against the bias towards the near; how a defence of temporal neutrality is not a defence of S; an appeal to inconsistency; why we should reject S and accept CP.

There are several different forms of comparability involving prudential values. Comparisons of values in the abstract, of realizations of some value, and of options which realize values, are distinct, and related, though not mutually exclusive. Furthermore, if rough equality is thought of as an evaluative relation in terms of which comparisons can be made, it does not imply incomparability. If it involves epistemic vagueness, this does not imply incomparability, since our not knowing which relation holds does not imply that no (...) relation holds. Finally, if it is true to some degree that some relation holds, there may be some fuzzy ordering. Given that we may not be able coherently to talk about degrees of truth, I propose an open-ended comparability condition, which takes account of rough equality, epistemic vagueness and fuzziness. (shrink)

Most versions of utilitarianism depend on the plausibility and coherence of some conceptionof maximizing well-being, but these conceptions have been attacked on various grounds. This paper considers two such contentions. First, it addresses the argument that because goods are plural and incommensurable, maximization is incoherent. It is shown that any conception of incommensurability strong enough to show the incoherence of maximization leads to an intolerable paradox. Several misunderstandings of what maximization requires are also addressed. Second, this paper responds to the (...) argument that rationality is not a matter of maximizing, but of expressing proper attitudes. This ‘expressivist’ position is first explicated through the elaboration of several paradoxes. It is then shown how, through an application of economic and strategic thinking, these paradoxes can be dissolved. The paper then concludes with some reflections on the indispensability of calculation for moral and prudential reasoning. (shrink)