De Summa Rerum: Metaphysical Papers, 1675-76 (review)

nook REVIEWS 689 if everyone behaves as if everyone is saved the result is a world in which God could appear and not be crucified. To be sure, there is a chance of an infinite life. Pascal believed human beings are potentially infinite--as is shown by our capacity for extending our knowledge to the infinite--but we are also potentially nothing, as is shown by the fact that the person never really appears in our scientific accounts. It is through God that our infinity is to be achieved, and so betting on God is also betting on ourselves in a perfectly intelligible way. This involw~s a notion of infinity not explored in any of these essays, which makes it possible to share with God without changing the divine nature (or losing ours). This sharing is a payoff which cannot be attained by.just any act. Our lives may also be endless and possessed of positive value because they are not lived in hell, but this is icing on a cake which you are supposed to eat anyhow. Still, though Pascal might have taught the authors a thing or two, he would have found this book handy for some of its new conceptual analyses and some of its classic essays. Ian Hacking's 1972 analysis of what he takes to be three different arguments in Pascal remains a good starting point and John K. Ryan's historical article of 1945 still has useful things to say about Tillotson, whose maximization-of-utility argument really was the one many commentators have taken to be Pascal's. (But Ryan misses much of the background in the combination of scepticism and fideism in Charron and La Mothe le Vayer.) Among the others Jeff Jordan does a good job on the "many gods" objections, Richard Foley's account of pragmatic grounds for belief adds some clear insights (though his account of rationality is open to some objections), and Thomas V. Morris's account of the problems of wagering and evidence will be a handy reference point. Edward F. McClennen's account of finite decision is a necessary counterpart to Sorensen's infinity paper, and Philip L. Quinn opens some of the moral issues involved in all such wagers. Finally, George Schlesinger's assessment of the subtleties of theistic argument well repays the time spent reading it. The bibliography is useful and up-to-date. The editor would probably cheerfully admit his book's shortcomings as a work in the history of philosophy, but the volume must nevertheless have a place on the bookshelf of everyone for whom these issues are central. LESI,IE ARMOUR Universityof Ottawa G. W. Leibniz. De Summa Rerum: MetaphysicalPapers, z675-76. Translated, with an Introduction and Notes, by G. H. R. Parkinson. The Yale Leibniz. New Haven: Yale University Press, 1992. Pp lxiv + 145. Cloth, $37.oo. The YaleLeib,niz, under the general editorship of Daniel Garber and Robert C. Sleigh, Jr., will provide scholarly editions of Leibniz's original texts along with an English translation on facing pages. As the general editors explain in their introduction, each volume in the series will be "a collection of texts that constitute a natural unit," each will be edited and translated by a specialist who will also contribute an introduction, and 690 JOURNAL OF THE HISTORY OF PHILOSOPHY 33:4 OCTOBER i99 5 each will include writings most of which either have not been published or, if published , have not been translated. The first volume of The Yale Leibniz, edited by G. H. R. Parkinson, is a tantalizing beginning. In it, Parkinson has collected, translated, and introduced some of the most interesting papers from the Academy edition's Series VI, Vol. 3, first published in 198o. In this volume the Academy editors have placed under the title of De Summa Return those papers which Leibniz wrote between late 1675 and December 1676 and which treat problems in the philosophy of mathematics (especially those of the infinite) and in metaphysics and philosophical theology. The papers are enormously important. Toward the end of his Paris stay (which lasted from March, 1672 to October 4, 1676) and after a breakthrough in his work on...