Hobbes’ account of these issues is conspicuously brief and puzzling. Indeed it has been criticized by some commentators as ‘confused.’ I hope to show, however, that it appears confused only because it has not been read with sufficient precision. Properly understood, Hobbes’ account is both exact and profound. It is also, in my view, far more interesting as a conception of natural right than the modern ‘confusions’ which have come to be read into it.To show this, the text must be (...) read as it is presented: on its own terms, analytically and exactly. In what follows, therefore, I shall focus upon Hobbes’ definitive account of the right of nature in chapter XIV of Leviathan, with only minimal reference to other passages and other works. I do not pretend that this is the only possible approach to Hobbes on this point; but it does show how his account may be read intelligibly, and with greater respect for the power and precision of his thought. (shrink)

This paper is written in an analytic style, but it is meant to deprive analysis of an important prop. The title needs a short introduction. The mistake is to take ‘real’ as governed in its separate uses by criteria; and this paper is meant to show that this is a mistake and that Ausin makes it. In the course of the argument I try to develop my own account and, although I am not altogether satisfied with it, the result gives (...) something to build upon. I believe the mistake is by no means confined to Austin, but that it is connected with a particular conception of philosophy. (shrink)

The missionary work of the Nederduitsch Hervormde Kerk van Afrika in theory and practice: in the past, present and futureIn this article a short survey is given of the missionary work, both in theory and practice, of the Nederduitsch Hervormde Kerk during the last fifty years. There is also an indication that the Church has reached a crucial point which is going to require thorough rethinking and reconsideration of our missionary work.

J.C.D. Clark demythologizes the history of Thomas Paine, understanding the impact he has had on modern human rights, democracy, and internationalism.

The inverse of the distance between two structures $\mathscr{A} \not\equiv \mathscr{B}$ of finite type $\tau$ is naturally measured by the smallest integer $q$ such that a sentence of quantifier rank $q - 1$ is satisfied by $\mathscr{A}$ but not by $\mathscr{B}$. In this way the space $\operatorname{Str}^\tau$ of structures of type $\tau$ is equipped with a pseudometric. The induced topology coincides with the elementary topology of $\operatorname{Str}^\tau$. Using the rudiments of the theory of uniform spaces, in this elementary note we (...) prove the convergence of every Cauchy net of structures, for any type $\tau$. (shrink)