Indiscrete variations on gian-carlo rota's themes invited chapter

From Combinatorics to Philosophy

Volumn , Issue , 2009, Pages 211-228

  Cellucci, Carlo ^a  

^a SAPIENZA UNIVERSITY OF ROME   (Italy)

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EID: 84874780254     PISSN: None     EISSN: None     Source Type: Book    
DOI: 10.1007/978-0-387-88753-1_12     Document Type: Chapter

References (29)

1. Aspray, W., Kitcher, P. (eds.) (1988), History and Philosophy of Modern Mathematics, Minneapolis, University of Minnesota Press.
2. Bostock, D. (2009), Philosophies of Mathematics. An Introduction, Madden, MA., Wiley-Blackwell.
3. Brouwer, L. E. J. (1975), Collected Works, vol. I, A. Heyting (ed.), Amsterdam, North-Holland.
4. Cellucci, C. (1989), De conversione demonstrationis in definitionem, in G. Corsi, C. Mangione, and M. Mugnai (eds.), Atti del convegno internazionale di storia della logica. Le teorie della modalit̀a, Bologna, CLUEB, pp. 301-6.
5. Cellucci, C. (1998), Le ragioni della logica, Rome-Bari, Laterza.
6. Cellucci, C. (2002), Filosofia e matematica, Rome-Bari, Laterza.
7. Cellucci, C. (2006), Introduction to Filosofia e matematica, in R. Hersh (ed.), 18 Unconventional Essays on the Nature of Mathematics, Berlin, Springer, pp. 17-36.
8. Cellucci, C. (2007), La filosofia della matematica del Novecento, Rome-Bari, Laterza.
9. Cellucci, C. (2008a), The Nature of Mathematical Explanation, "Studies in History and Philosophy of Science", vol. 39, pp. 202-10.
10. Cellucci, C. (2008b), Why Proof? What is a Proof?, in R. Lupacchini and G. Corsi (eds.), Deduction, Computation, Experiment. Exploring the Effectiveness of Proof, Berlin, Springer, pp. 1-27.
11. Cellucci, C. (2008c), Perché ancora la filosofia, Rome-Bari, Laterza.
12. Davies, E. B. (2008), Interview, in V.F. Hendricks and H. Leitgeb (eds.), Philosophy of Mathematics: 5 Questions, New York, Automatic Press/VIP, pp. 87-99.
13. Descartes, R. (2006), Meditations, Objections, and Replies, R. Ariew and D.A. Cress (eds.), Indianapolis, IN., Hackett.
14. Dummett, M. (2001), La natura e il futuro della filosofia, Genoa, Il Melangolo.
15. Field, H. (1989), Realism, Mathematics and Modality, Oxford, Blackwell.
16. Frege, G. (1964), The Basic Laws of Arithmetic. Exposition of the System, M. Furth (ed.), Berkeley, University of California Press.
17. Frege, G. (1984), Collected Papers on Mathematics, Logic, and Philosophy, B. McGuinness (ed.), Oxford, Blackwell.
18. Gödel, K. (1995), Collected Works, S. Feferman et al. (eds.), Oxford, Oxford University Press.
19. Hadamard, J. (1996), The Mathematician's Mind: The Psychology of Invention in the Mathematical Field, Princeton, Princeton University Press.
20. Hersh, R. (1997), What is Mathematics, really?, Oxford, Oxford University Press.
21. Hyman, B. M., Pedrick, C. (2006), Anxiety Disorders, Minneapolis, MN., Lerner.
22. Kac, M., Rota, G.-C., Schwartz, J.T. (1986), Discrete Thoughts. Essays on Mathematics, Science and Philosophy, Boston, Basel, Berlin, Birkhäuser.
23. Kant, I. (1992), Lectures on Logic, J.M. Young (ed.), Cambridge, Cambridge University Press.
24. Kreisel, G. (1967), Mathematical Logic: What has it Done for the Philosophy of Mathematics?, in R. Schoenman (ed.), Bertrand Russell, Philosopher of the Century, London, Allen and Unwin, pp. 201-72.
25. Mancosu, P. (ed.) (2008), The Philosophy of Mathematical Practice, Oxford, Oxford University Press.
26. Rota, G.-C. (1986), Misreading the History of Mathematics, in (Kac, Rota, Schwartz, 1986), pp. 231-4.
27. Rota, G.-C. (1991), The End of Objectivity. The Legacy of Phenomenology. Lectures at MIT, Cambridge, MA., MIT Mathematics Department.
28. Rota, G.-C. (1997), Indiscrete Thoughts, F. Palombi (ed.), Boston, Basel, Berlin, Birkhäuser.
29. Rota, G.-C. (1999), Lezioni napoletane, F. Palombi (ed.), Neaples, La Citt̀a del Sole.