RÉSUMÉ: Cet article part des réflexions sur l'économie politique que Michel Foucault a présentées lors de ses cours au Collège de France dans les années 1977-1979 pour mettre en évidence l'originalité de sa réflexion sur le marché, entendu comme dispositif social de gouvernement des individus en vue d'assurer la sécurité des populations. Dans la deuxième partie, l'article propose un rapprochement de cette réflexion foucaldienne sur l'économie et celle de Max Weber en montrant que les techniques de soí développées par Foucault (...) sont des «méthodiques» et des formes de conduites de vie proches de cellesque Weber a étudiées, notamment dans ses travaux de sociologie de la religion. L'ensemble permet de dégager les pistes d'une histoire, encore inachevée, du comportement économique entendu comme une forme d'ascèse.ABSTRACT: This article deals with Michel Foucault's 1977-79 lectures on political economy. In the first part, we highlight his views on the market, which is equated to a social device instrumental in governing individuals so that they are induced to allow the ruler to reach his goal, which is providing security to the population. In the second part, we consider together Foucault's and Weber's views on the economy, since Foucault's concept of technique of the self is similar to Weber's concept of life conduct, which is central in his sociology of religion. This opens the way to a history of the modern economic behaviour considered as a form of ascetism. (shrink)
Vanderbilt University, Dept of Political Science, Nashville, TN, USA Recent attempts by American theorists to produce a radical politics, characterized by the effort to translate the insights of Continental philosophy into a political register, remain trapped in that which they purport to transcend: the metaphysics of subjectivity. In their essential determinations, the works of William Connolly, Stephen White, Richard Ashley, etc. remain firmly anchored in a traditional liberal schema. The reason for this is that while these efforts have sought to (...) de-center political identity by exposing its relational character they have not re-thought 'rela tionality' itself. Our attempt to develop the more profound political impli cations of 'relationality' unfolds through a synthetic explication of Martin Heidegger's analysis of language, Jacques Derrida's logic of the gift, and Emmanuel Levinas' consideration of the Other. The emergent thematic of asymmetrical relationality reconfigures liberalism and provides for a rethinking of the structure of welfare. Key Words: William Connolly • . Jacques Derrida • . gift • . Martin Heidegger • - Emmanuel Levinas • - liberalism • - Other • - relationality • - welfare • - Stephen White. (shrink)
J’analyse dans cet article la notion d’Arrière-plan teile qu’elle a été développée par John Searle en philosophie de I’esprit depuis une vingtaine d’années. Cette notion désigne, largement, I’ensemble des capacités mentales non-représentationnelles au moyen desquelles les représentations mentales peuvent avoir un contenu sémantique déterminé et être appliquées. Je tente de montrer que, bienqu’originale et pertinente, cette notion, telle qu’elle est caractérisée par Searle, est tout à fait insuffisante pour remplir ses desseins descriptifs et explicatifs. Je m’efforce alors de penser I’Arrière-plan (...) dans une perspective externaliste et à partir d’un point de vue (minimalement) représentationnaliste.This article analyzes the notion ofbackground capacities as developed by John Searle during the last twenty years in philosophy of mind. Broadly construed, this notion designates non-representational mental capacities as the means by which mental representations are given a precise semantic content and thus are able to be expressed. Though novel and relevant, I intend to show that, according to Searle’s description, this notion proves inadequate to attain its descriptive and explicative goals. I go on to regard background capacities in aperspective both externalist and (minimally) representationalist. (shrink)
MEDIEVAL LOGICS LAMBERT MARIE DE RIJK (ed.), Die mittelalterlichen Traktate De mod0 opponendiet respondendi, Einleitung und Ausgabe der einschlagigen Texte. (Beitrage zur Geschichte der Philosophie und Theologie des Mittelalters, Neue Folge Band 17.) Miinster: Aschendorff, 1980. 379 pp. No price stated. THE SEVENTEENTH CENTURY MARTA FATTORI, Lessico del Novum Organum di Francesco Bacone. Rome: Edizioni dell'Ateneo 1980. Two volumes, il + 543, 520 pp. Lire 65.000. VIVIAN SALMON, The study of language in 17th century England. (Amsterdam Studies in the Theory (...) and History of Linguistic Science, Series 111: Studies in theHistory of Linguistics, Volume 17.) Amsterdam: John Benjamins B.V., 1979.x + 218 pp. Dfl. 65. Theoria cum Praxi. Zum Verhaltnis von Theorie und Praxis im 17. und 18. Jahrhundert. (Akten des 111. Internationalen Leibnizkongress, Hannover, 12. bis 17.November 1977, Band 111: Logik, Erkenntnistheorie, Wissenschaftstheorie, Metaphysik, Theologie.) Wiesbaden: Franz Steiner Verlag, 1980. vii + 269 pp. DM 48. CLASSICAL AND NON-CLASSICAL LOGICS MICHAEL CLARK, The place of syllogistic in logical theory. Nottingham: University of Nottingham Press, 1980. ix + 151 pp. £3.00. A.F. PARKER-RHODES, The theory of indistinguishables. Dordrecht, Boston and London: D. Reidel Publishing Company, 1981. xvii + 216 pp. Dfl.90.00/$39.50. NICHOLAS RESCHER and ROBERT BRANDOM, The logic of inconsistency. Oxford:Basil Blackwell, 1980. x + 174 pp. f 11.50. MISCELLANEOUS J. ZELENY, The logic of Marx. Translated from the German by T. Carver. Oxford: Basil Blackwell, 1980. xcii + 247 pp. £12.50. FELIX KAUFMANN, The infinite in mathematics. Edited by Brian McGuinness. Introduction by E. Nagel. Translation from the German by Paul Foulkes. Dordrecht: Reidel, 1978. xvii + 235 pp. Dfl 85/$39.50 (cloth); Dfl 45/$19.95 (paper). PAMELA MCCORDUCK, Machines who think. San Francisco: W.H. Freeman and Company, 1979. xiv + 275 pp. $14.95. J. MITTELSTRASS (ed.), Enzyklopadie Philosophie und Wissenschaftstheorie Bd. 1 : A-G. Mannheim, Wien, Ziirich: Bibliographisches Institut, 1980. 835 pp. DM 128. (shrink)
Machine generated contents note: Introduction Alan Berger; Part I. Naming, Necessity, Identity, and A Priority: 1. Kripke on proper and general names Bernard Linsky; 2. Kripke on vacuous names and names in fiction Nathan Salmon; 3. Kripke on epistemic and modal possibility: two routes to the necessary a posteriori Scott Soames; 4. Possible world semantics and its philosophic foundations Robert Stalnaker; Part II. Formal Semantics, Truth, Philosophy of Math, and Philosophy of Logic: 5. Kripke models for modal logic and (...) intuitionism John Burgess; 6. Kripke's theory of truth John Burgess; 7. Kripke on logicism, Wittgenstein, and de re beliefs about numbers Mark Steiner; 8. Kripke on the incoherency of adopting a logic Alan Berger; Part III. Language and Mind: 9. Kripke's new puzzle about belief and our principles of belief attribution Mark Richard; 10.; A note on Kripke's puzzle about belief Nathan Salmon; 11. Kripke's version of Wittgenstein: some conceptions and misconceptions George Wilson; 12. Kripke on color words and the primary, secondary quality distinction Mario Gomez-Torrente; Part IV. Philosophy of Mind and Philosophical Psychology: 13. Kripke's views on carteisianism and naturalism Sydney Shoemaker; 14. Kripke's critique of functionalism Jeff Buechner. (shrink)
Philippe Van Parijs's Real Freedom for All is widely acclaimed for providing not only the most sophisticated defense of unconditional basic income, but also a rigorous examination of many central issues within contemporary political theory. This collection, including a response by Van Parijs, provides a comprehensive assessment of his "real libertarian" vision of radical social change. The contributors include Richard Arneson, Brian Barry, Thomas Christiano, John Cunliffe, Guido Erreygers, Hillel Steiner, Peter Vallentyne, Robert van der Veen, and Stuart (...) White. (shrink)
I describe two approaches to modelling the universe, the one having its origin in topos theory and differential geometry, the other in set theory. The first is synthetic differential geometry. Traditionally, there have been two methods of deriving the theorems of geometry: the analytic and the synthetic. While the analytical method is based on the introduction of numerical coordinates, and so on the theory of real numbers, the idea behind the synthetic approach is to furnish the subject of geometry with (...) a purely geometric foundation in which the theorems are then deduced by purely logical means from an initial body of postulates. The most familiar examples of the synthetic geometry are classical Euclidean geometry and the synthetic projective geometry introduced by Desargues in the 17th century and revived and developed by Carnot, Poncelet, Steiner and others during the 19th century. The power of analytic geometry derives very largely from the fact that it permits the methods of the calculus, and, more generally, of mathematical analysis, to be introduced into geometry, leading in particular to differential geometry (a term, by the way, introduced in 1894 by the Italian geometer Luigi Bianchi). That being the case, the idea of a “synthetic” differential geometry seems elusive: how can differential geometry be placed on a “purely geometric” or “axiomatic” foundation when the apparatus of the calculus seems inextricably involved? To my knowledge there have been two attempts to develop a synthetic differential geometry. The first was initiated by Herbert Busemann in the 1940s, building on earlier work of Paul Finsler. Here the idea was to build a differential geometry that, in its author’s words, “requires no derivatives”: the basic objects in Busemann’s approach are not differentiable manifolds, but metric spaces of a certain type in which the notion of a geodesic can be defined in an intrinsic manner. I shall not have anything more to say about this approach. The second approach, that with which I shall be concerned here, was originally proposed in the 1960s by F.. (shrink)
Traditionally, there have been two methods of deriving the theorems of geometry: the analytic and the synthetic. While the analytical method is based on the introduction of numerical coordinates, and so on the theory of real numbers, the idea behind the synthetic approach is to furnish the subject of geometry with a purely geometric foundation in which the theorems are then deduced by purely logical means from an initial body of postulates. The most familiar examples of the synthetic geometry are (...) classical Euclidean geometry and the synthetic projective geometry introduced by Desargues in the 17th century and revived and developed by Carnot, Poncelet, Steiner and others during the 19th century. The power of analytic geometry derives very largely from the fact that it permits the methods of the calculus, and, more generally, of mathematical analysis, to be introduced into geometry, leading in particular to differential geometry (a term, by the way, introduced in 1894 by the Italian geometer Luigi Bianchi). That being the case, the idea of a “synthetic” differential geometry seems elusive: how can differential geometry be placed on a “purely geometric” or “axiomatic” foundation when the apparatus of the calculus seems inextricably involved? To my knowledge there have been two attempts to develop a synthetic differential geometry. The first was initiated by Herbert Busemann in the 1940s, building on earlier work of Paul Finsler. Here the idea was to build a differential geometry that, in its author’s words, “requires no derivatives”: the basic objects in Busemann’s approach are not differentiable manifolds, but metric spaces of a certain type in which the notion of a geodesic can be defined in an intrinsic manner. I shall not have anything more to say about this approach. The second approach, that with which I shall be concerned here, was originally proposed in the 1960s by F. W. Lawvere, who was in fact striving to fashion a decisive axiomatic framework for continuum mechanics.. (shrink)
