What might be termed 'the problem of morality' concerns how freedom-restricting principles may be justified, given that we value our freedom. Perhaps an answer can be found in freedom itself. For if the most obvious reason for rejecting moral demands is that they invade one's personal freedom, then the price of freedom from invasive demands that others would otherwise make may well require everyone accepting freedom in general, say, as a value that provides sufficient reason for adhering to principles that (...) serve to maximize, or at least safeguard, freedom in general. But then it is precisely such a value, freedom in general, which can be argued to ground an adequate moral system. Hence whereas the value of freedom appears at first sight to pose problems for moral systems, it can be employed to ground a certain variety of them. (shrink)

This article examines several families of population principles in the light of a set of axioms. In addition to the critical-level utilitarian, number-sensitive critical-level utilitarian, and number-dampened utilitarian families and their generalized counterparts, we consider the restricted number-dampened family and introduce two new ones: the restricted critical-level and restricted number-dependent critical-level families. Subsets of the restricted families have non-negative critical levels, avoid the `repugnant conclusion' and satisfy the axiom priority for lives worth living, but violate an important independence condition.

Values are incommensurable when they cannot be measured on a single cardinal scale. Many philosophers suggest that incommensurability can help us solve the problems of population ethics. I agree. But some philosophers claim that populations bear incommensurable values merely because they contain different numbers of people, perhaps within some range. I argue that mere differences in how many people exist, even within some range, do not suffice for incommensurability. I argue that the intuitive neutrality of creating happy people is better (...) captured by a version of average utilitarianism. But this view is problematic. So I suggest a version of total utilitarianism that avoids the repugnant conclusion by appealing to incommensurable dimensions of wellbeing. (shrink)