This special issue aims to redress the balance and to open up Gaston Bachelard's work beyond a small in-crowd of experts and aficionado’s in France. It aims to stimulate the discovery of new and understudied aspects of Bachelard’s work, including aspects of the intellectual milieu he was working in. Fortunately, for this purpose we were able to rely both on renowned Bachelard specialists, such as Hans-Jörg Rheinberg-er, Cristina Chimisso and Dominique Lecourt, as well as on a number of younger scholars (...) who are discovering their work in a different intellectual context. At the same time we also want to reassess the value of this oeuvre, which also entails examining the reasons and causes of the relative neglect of Bachelard’s work in recent times. Has it exhausted its possibilities? Does it have intrinsic limitations that have contributed to the eclipse, as some influential, mainly French, philoso-phers have more or less explicitly suggested? (shrink)

The philosophy of Louis Althusser is often contrasted with the ideas of Michel Foucault. At first sight, the disagreement seems to be about the concept of ideology: while Althusser seem to be huge advocate of the use of the concept, Foucault apparently dislikes and avoids the concept altogether. However, I argue in this article that this reading is only superficial and that it obscures the real debate between these two authors. Althusser, especially in his recently posthumously published Sur la reproduction (...) (1995), appears to agree on many points with Foucault. The real dispute lies not in the concept of ideology, but in its connection with its counterpart ‘science’. Both Althusser and Foucault were in a way epistemologists, focusing on the question on how sciences develop and how scientific practice works. Focussing on their shared background in the French epistemology, with authors such as Gaston Bachelard and Jean Cavaillès, the real discussion appears to be about whether science can really be opposed to ideology or not. Focusing on these aspects of their works can shed new lights on their oeuvre as well as on the nature of scientific practice. (shrink)

In this expository article one of the contributions of Jean Cavailles to the philosophy of mathematics is presented: the analysis of ‘mathematical experience’. The place of Cavailles on the logico-philosophical scene of the 30s and 40s is sketched. I propose a partial interpretation of Cavailles's epistemological program of so-called ‘conceptual dialectics’: mathematical holism, duality principles, the notion of formal contents, and the specific temporal structure of conceptual dynamics. The structure of mathematical abstraction is analysed in terms of its complementary dimensions: (...) paradigmatic generalization (domain extension, descriptive definitions, creative role of the symbolism...) and thematic reflexivity of concepts (promotion of operations to objects of a higher type). (shrink)