Health-related Quality of Life measures have recently been attacked from two directions, both of which criticize the preference-based method of evaluating health states they typically incorporate. One attack, based on work by Daniel Kahneman and others, argues that ‘experience’ is a better basis for evaluation. The other, inspired by Amartya Sen, argues that ‘capability’ should be the guiding concept. In addition, opinion differs as to whether health evaluation measures are best derived from consultations with the general public, with patients, or (...) with health professionals. And there is disagreement about whether these opinions should be solicited individually and aggregated, or derived instead from a process of collective deliberation. These distinctions yield a wide variety of possible approaches, with potentially differing policy implications. We consider some areas of disagreement between some of these approaches. We show that many of the perspectives seem to capture something important, such that it may be a mistake to reject any of them. Instead we suggest that some of the existing ‘instruments’ designed to measure HR QoLs may in fact successfully already combine these attributes, and with further refinement such instruments may be able to provide a reasonable reconciliation between the perspectives. (shrink)

I have no comment to make on the aesthetic merits of these verses. I have put them at the head of my discussion because they happen to introduce a cluster of concepts connected with forgiveness: pride, love, hate, God, friendship, goodwill, eternity, offence, condemnation, resentment, blame. We may think that some, but not all, of these have essential connections with the concept in which we are interested. And we may, of course, think that the list is incomplete. Other obvious candidates (...) spring to mind: pity, for example, repentance, compassion, punishment and pardoning. (shrink)

In this paper we consider the classes of all continuous $\mathcal {L}$ -(pre-)structures for a continuous first-order signature $\mathcal {L}$. We characterize the moduli of continuity for which the classes of finite, countable, or all continuous $\mathcal {L}$ -(pre-)structures have the amalgamation property. We also characterize when Urysohn continuous $\mathcal {L}$ -(pre)-structures exist, establish that certain classes of finite continuous $\mathcal {L}$ -structures are countable Fraïssé classes, prove the coherent EPPA for these classes of finite continuous $\mathcal {L}$ -structures, and (...) show that actions by automorphisms on finite $\mathcal {L}$ -structures also form a Fraïssé class. As consequences, we have that the automorphism group of the Urysohn continuous $\mathcal {L}$ -structure is a universal Polish group and that Hall’s universal locally finite group is contained in the automorphism group of the Urysohn continuous $\mathcal {L}$ -structure as a dense subgroup. (shrink)

O. R. Jones; VIII—Things Known Without Observation, Proceedings of the Aristotelian Society, Volume 61, Issue 1, 1 June 1961, Pages 129–150, https://doi.org/10.

O. R. Jones; VIII—Things Known Without Observation, Proceedings of the Aristotelian Society, Volume 61, Issue 1, 1 June 1961, Pages 129–150, https://doi.org/10.

It is argued that "a's statement, That x is eligible, Is true" says, And not merely presupposes as williams holds, That x is eligible. A brief summary is given of williams' analysis of what is said about a statement when it is said to be true. An attempt is made to show that the predicable in williams' definition is anomalous by contrasting it with genuine conjunctive predicables. Finally, It is suggested that williams' predicable, Even if suitably modified, Would not be (...) the formal equivalent of "things are as a says they are", Which is what williams had claimed. (shrink)