Online research in philosophy

Critics of mass culture often identify 1950s-style status competition as one of the central forces driving consumerism. Thomas Frank has challenged this view, arguing that countercultural rebellion now provides the primary source of consumerism in our society, and that 'cool' has become its central ideological expression. This paper provides a rearticulation and defense of Frank's thesis, first identifying consumerism as a type of collective action problem, then showing how the 'hip consumer' is one who adopts a free-rider strategy in (...) this context. Key Words: advertising • consumerism • cool • ideology • prisoner's dilemma • Thomas Frank. (shrink)

In this paper which consists of two parts (Teil I and Teil II) we champion Diophantus of Alexandria and Isabella BaÅ¡makova against Norbert Schappacher. In two publications ([Schappacher 1998a] and [Schappacher 1998b]) he puts forward inter alia two propositions: Questioning Diophantus’ originality he considers affirmatively the possibility that the Arithmetica are the joint work of a team of authors like Bourbaki. And he calls BaÅ¡makova’s claim (in [BaÅ¡makova 1972]) that Diophantus uses negative numbers, a nonsense , reproaching her for her (...) thoughtlessness . Teil I: First, we disprove Schappacher’s Bourbaki thesis. Second, we investigate the semantic meaning and historical significance of Diophantus’ keywords $ λvarepsilon tildeιψιζ and ὕπαρξιζ. Next, we discuss Schappacher’s epistemology of the history of mathematics and defend BaÅ¡makova’s methods. Finally we analyse in detail three problems from Diophantus’ Arithmetica (and their solutions) given by Thomas Heath and Helmuth Gericke as proof of the their claim that Diophantus did not use negative numbers. Teil II: In this Part, we give 33 places where Diophantus uses negative quantities as intermediate results; they appear as differences a − b of positive rational numbers, the subtrahend b being bigger than the minuend a; they each represent the (negative) basis ( πλvarepsilonυρacuteα ) of a square number ( τvarepsilonτρacuteαγω ν o ζ ), which is afterwards computed by the formula (a - b) 2 = a 2 + b 2 - 2ab $ . Finally, we report how the topic Diophantus and the negative numbers has been dealt with by translators and commentators from Maximus Planudes onwards. Und er kommt zu dem Ergebnis: ≪Nur ein Traum war das Erlebnis. Weil≫, so schlieβt er messerscharf, ≪nicht sein k a n n, was nicht sein d a r f.≫ CHRISTIAN MORGENSTERN: Palmstrm. (shrink)

Machine generated contents note: Preface; Introduction; Part I. Global Health, Definitions and Descriptions: 1. What is global health? Solly Benatar and Ross Upshur; 2. The state of global health in a radically unequal world: patterns and prospects Ron Labonte and Ted Schrecker; 3. Addressing the societal determinants of health: the key global health ethics imperative of our times Anne-Emmanuelle Birn; 4. Gender and global health: inequality and differences Lesley Doyal and Sarah Payne; 5. Heath systems and health Martin McKee; (...) Part II. Global Health Ethics, Responsibilities and Justice: Some Central Issues: 6. Is there a need for global health ethics? For and against David Hunter and Angus Dawson; 7. Justice, infectious disease and globalisation Michael Selgelid; 8. International health inequalities and global justice: toward a middle ground Norman Daniels; 9. The human right to health Jonathan Wolff; 10. Responsibility for global health? Allen Buchanan and Matt DeCamp; 11. Global health ethics: the rationale for mutual caring Solly Benatar, Abdallah Daar and Peter Singer; Part III. Analyzing Some Reasons for Poor Health: 12. Trade and health: the ethics of global rights, regulation and redistribution Meri Koivusalo; 13. Debt, structural adjustment and health Jeff Rudin and David Sanders; 14. The international arms trade and global health Salahaddin Mahmudi-Azer; 15. Allocating resources in humanitarian medicine Samia Hurst, Nathalie Mezger and Alex Mauron; 16. International aid and global health Anthony Zwi; 17. Climate change and health: risks and inequities Sharon Friel, Colin Butler and Anthony McMichael; 18. Animals, the environment and global health David Benatar; 19. The global crisis and global health Stephen Gill and Isabella Bakker; Part IV. Shaping the Future: 20. Health impact fund: how to make new medicines accessible to all Thomas Pogge; 21. Biotechnology and global health Hassan Masun, Justin Chakma and Abdallah Daar; 22. Food security and global health Lynn McIntyre and Krista Rondeau; 23. International taxation Gillian Brock; 24. Global health research: changing the agenda Tikki Pang; 25. Justice and research in developing countries Alex John London; 26. Values in global health governance Kearsley Stewart, Gerald T. Keusch and Arthur Kleinman; 27. Poverty, distance and two dimensions of ethics Jonathan Glover; 28. Teaching global health ethics James Dwyer; 29. Towards a new common sense: the need for new paradigms of global health Isabella Bakker and Stephen Gill; Index. (shrink)

These specially commissioned essays by many of the leading figures in applied ethics track that growth.

All through the XXth century it has been repeated that "there is an exact correspondence, almost coincidence between Euclid's definition of equal ratios and the modern theory of irrational numbers due to Dedekind". Since the idea was presented as early as in 1908 in Thomas Heath's translation of Euclid's Elements as a comment to Book V, def. 5, we call it in the paper Heath's thesis. Heath's thesis finds different justifications so it is accepted yet in (...) different versions. In the paper its historical and mathematical version is reconstructed. We next reconstruct Eudoxos' theory of proportions in an axiomatic fashion. Finally, we show that Heath's thesis both in the historical and mathematical version is false. To this end a counterexample is given; it is based upon a specific interpretation of the uniform distribution theorem. (shrink)

Introduction -- An improbable alliance : Peter Wollen's "The auteur theory" -- Visual stylometry : Barry Salt's "Statistical style analysis of motion pictures" -- Between Shakespeare and Sirk : Thomas Elsaesser's "Tales of sound and fury: observations on the family melodrama" -- From iconicity to semiotic articulation : Christian Metz's "cinema: language or language system?" and language and cinema -- Film as a specific signifying practice : Stephen Heath's "On screen, in frame: film and ideology" -- Against theories (...) of reflection : Laura Mulvey's "Visual pleasure and narrative cinema" -- Early cinema spectatorship : Tom Gunning's "The cinema of attraction(s): early film, its spectator, and the avant-garde" -- Another Lacan : "the universal: suture revisited" -- The death of the camera : Edward Branigan's "What is a camera?" -- Conclusion: teaching theory. (shrink)

Machine generated contents note: 'The sublime'. A short introduction to a long history Timothy M. Costelloe; Part I. Philosophical History of the Sublime: 1. Longinus and the ancient sublime Malcolm Heath; 2...And the beautiful? revisiting Edmund Burke's 'double aesthetics' Rodolphe Gasche; 3. The moral source of the Kantian sublime Melissa Meritt; 4. Imagination and internal sense: the sublime in Shaftesbury, Reid, Addison, and Reynolds Timothy M. Costelloe; 5. The associative sublime: Kames, Gerrard, Alison, and Stewart Rachel Zuckert; 6. The (...) 'prehistory' of the sublime in early modern France: an interdisciplinary perspective a Madeleine Martin; 7. The post-Kantian German sublime Paul Guyer; 8. The postmodern sublime: presentation and its limits David B. Johnson; Part II. Disciplinary and Other Perspectives: 9. The 'subtler sublime': in modern Dutch aesthetics John R. J. Eyck; 10. The first American sublime Chandos Michael Brown; 11. The environmental sublime Emily Brady; 12. Religion and the sublime Andrew Chignell and Matthew C. Halteman; 13. The British romantic sublime Adam Potkay; 14. The sublime and the fine arts Theodore Gracyk; 15. Architecture and the sublime Richard Etlin. (shrink)

Saint Augustine.--Peter Abaelard.--Saint Thomas Aquinas.--William of Ockham.