Book review of a collection of papers on philosophy and religion by Professor Alvin Plantinga.

Françoise Proust’s essential points of reference are Kant and Walter Benjamin. Alain Badiou ignores the extraordinary and sometimes beautiful dark power of Proust’s work on Benjamin. As is clear, however, from both Daniel Bensaïd’s interview with Proust and the title of Élizabeth Lemirre and Catherine Perret’s memorial volume (Une philosophie de la résistance: Françoise Proust), the concept of Proust that is most likely to become the dominant one is not Badiou’s, but rather the concept of her as above all a (...) philosopher of `resistance’. (shrink)

The ideas of Plato (429-347 BC) have exerted such an abiding influence on western philosophy and political thought that it is easy to forget that for many centuries, between about 500 and 1400, his works were almost unknown in western Europe. This was partly because very few people in Medieval Europe knew enough Greek to read Plato and even if they had, copies of the Dialogues were almost impossible to obtain, with only the Timaeus available in Latin translation. Scholars were (...) therefore largely dependent on earlier Latin authors such as Cicero and St Augustine for a second-hand knowledge of Plato's ideas. It was the rediscovery of the Dialogues in the original during the Italian Renaissance of the fifteenth century that set western thought off on new paths, a rediscovery that was made possible by the preservation and transmission of Plato's work by scholars in Byzantium. (shrink)

This thesis articulates the resonances between J. M. Coetzee's lifelong engagement with mathematics and his practice as a novelist, critic, and poet. Though the critical discourse surrounding Coetzee's literary work continues to flourish, and though the basic details of his background in mathematics are now widely acknowledged, his inheritance from that background has not yet been the subject of a comprehensive and mathematically- literate account. In providing such an account, I propose that these two strands of his intellectual trajectory not (...) only developed in parallel, but together engendered several of the characteristic qualities of his finest work. The structure of the thesis is essentially thematic, but is also broadly chronological. Chapter 1 focuses on Coetzee's poetry, charting the increasing involvement of mathematical concepts and methods in his practice and poetics between 1958 and 1979. Chapter 2 situates his master's thesis alongside archival materials from the early stages of his academic career, and thus traces the development of his philosophical interest in the migration of quantificatory metaphors into other conceptual domains. Concentrating on his doctoral thesis and a series of contemporaneous reviews, essays, and lecture notes, Chapter 3 details the calculated ambivalence with which he therein articulates, adopts, and challenges various statistical methods designed to disclose objective truth. Chapter 4 explores the thematisation of several mathematical concepts in Dusklands and In the Heart of the Country. Chapter Five considers Waiting for the Barbarians and Foe in the context provided by Coetzee's interest in the attempts of Isaac Newton to bridge the gap between natural language and the supposedly transparent language of mathematics. Finally, Chapter 6 locates in Elizabeth Costello and Diary of a Bad Year a cognitive approach to the use of mathematical concepts in ethics, politics, and aesthetics, and, by analogy, a central aspect of the challenge Coetzee's late fiction poses to the contemporary literary landscape. (shrink)