Listening to someone from some distance in a crowded room you may experience the following phenomenon: when looking at them speak, you may both hear and see where the source of the sounds is; but when your eyes are turned elsewhere, you may no longer be able to detect exactly where the voice must be coming from. With your eyes again fixed on the speaker, and the movement of her lips a clear sense of the source of the sound will (...) return. This ‘ventriloquist’ effect reflects the ways in which visual cognition can dominate auditory perception. And this phenomenological observation is one what you can verify or disconfirm in your own case just by the slightest reflection on what it is like for you to listen to someone with or without visual contact with them. (shrink)

A long-standing theme in discussion of perception and thought has been that our primary cognitive contact with individual objects and events in the world derives from our perceptual contact with them. When I look at a duck in front of me, I am not merely presented with the fact that there is at least one duck in the area, rather I seem to be presented withthisthing (as one might put it from my perspective) in front of me, which looks to (...) me to be a duck. Furthermore, such a perception would seem to put me in a position not merely to make the existential judgment that there is some duck or other present, but rather to make a singular, demonstrative judgment, that that is a duck. My grounds for an existential judgment in this case derives from my apprehension of the demonstrative thought and not vice versa. (shrink)

These two complementary works give the reader a unique insight into the breadth and substance of Kierkegaard's thought. One reads like a novel and the other a Platonic dialogue but both concern the nature of love, faith, and happiness. These are the first translations to convey the literary quality and philosophical precision of the originals.

When Wittgenstein moved from Manchester to Cambridge he was following a path from the study of the natural sciences to the study of philosophy which was then not unusual, and has since become increasingly common. Russell had preceded him in that intellectual emigration and many more were to follow. Of the three philosophy departments I have been in, two were headed by natural scientists . Both my research supervisors in philosophy were natural scientists . Less surprising, but still significant, a (...) considerable proportion of Presidents of the British Society for the Philosophy of Science were originally trained as natural scientists. Yet it is a subject still unrecognized by the Royal Society. The editors of both the British Journal for the Philosophy of Science and the journal Analysis were both originally natural scientists. Eminent scientists seem to feel impelled to discuss there own subjects in a wider context of philosophy. Bohr, Schrodinger, Kilmister, Hoyle, Hawking and Penrose, are but a few from a long list. (shrink)

This paper examines the arguments presented by the Roman Catholic Bishops in their 1993 Pastoral Resolution, Comprehensive Health Care Reform: Protecting Human Life, Promoting Human Dignity, Pursuing the Common Good, concerning health care reform. Focusing on the meaning of equality in health care and traditional Roman Catholic doctrine, it is argued that the Bishops fail to grasp the force of the differences among persons, the value of the market, and traditional scholastic arguments concerning obligatory and extraordinary health care. To attempt (...) to equalize the distribution of health care would be ruinous. A more traditional understanding of Christian thought reveals an acceptance of inequality in health care distribution and a bias against using the secular state to coerce a solution to such concerns for social justice. (shrink)

Consider the set of tautologies of the classical propositional calculus containing no connective other than and, or, and not. Consider the subset of this set containing tautologies in exactlyn propositional variables. This paper provides a method for determining the number of equivalence classes of each such subset modulo equivalence in the infinite-valued Lukasiewicz propositional calculus.