Estratto
Italo Calvino (1992), con l’intento di offrire sei proposte sull’arte della scrittura, espone in questo paragrafo un argomento a favore della visibilità. Egli mette in contrasto il visibile con lo scritto, l’immagine concepita con l’espressione verbale. Il suo argomento non riguarda la scelta di uno piuttosto che dell’altro, ma riguarda invece il favorire lo spostamento dall’espressione scritta all’immaginato, in maniera da imparare a ricavare “colori e forme” dal testo scritto, piuttosto che cercare di estrarre dall’immagine qualche tipo di interpretazione verbale o addirittura “equivalente”. L’immaginazione, sostiene Calvino, non è tanto uno “strumento di conoscenza”, in grado di aiutare a trovare soluzioni che sfuggano alle risorse della lingua, quanto piuttosto un’“identificazione con l’anima del mondo”, che tende l’orecchio verso le immaginie le sta ad ascoltare. Il messaggio di Calvino è diretto agli scrittori, specialmente a quelli di racconti di fantasia.
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Bibliografia
D. Henderson, D. Taimina (2006) Experiencing meanings in geometry, in: Sinclair, N., Pimm, D. and Higginson, W. (eds), Mathematics and the Aesthetic: New Approaches to an Ancient Affinity, New York, NY, Springer, pp. 58–83
L. Corry (2001) Mathematical structures from Hilbert to Bourbaki: the evolution of an image of mathematics, in: Bottazzini, U. and Dahan Dalmedico, A. (eds), Changing Images of Mathematics: from the French Revolution to the New Millennium, London, Routledge, pp. 167–185
L. Corry (2006) Axiomatics, empiricism, and anschauung in Hilberfs conception of geometry: between arithmetic and general relativity, in: Ferreirós, J. and Gray, J. (eds), The Architecture of Modern Mathematics: Essays in History and Philosophy, Oxford, Oxford University Press, pp. 133–156
A. Csiszar (2003) Stylizing rigor; or, why mathematicians write so well, Configurations 11(2), 239–268
W. Thurston (1994) On proof and progress in mathematics, Bulletin of the American Mathematical Society 30(2), 161–177
A. Jaffe, F. Quinn (1993) “Theoretical mathematics”: towards a cultural synthesis of mathematics and theoretical physics, Bulletin of the American Mathematical Society 29(1), 1–13
H. Lebesgue (1941) Les controverses sur la théorie des ensembles et la question des fondements, in: Gonseth, E (ed.), Les Entretiens de Zurich, Zurich, S. A. Leeman, pp. 109–122
J. Borwein, D. Bailey (2004) Mathematics by Experiment: Plausible Reasoning in the 21st Century, Natick, MA, A. K. Peters
D. Corfield (2002) Argumentation and the mathematical process, in: G. Kampis, L. Kvasz, M. Stöltzner (eds.), Appraising Lakatos: Mathematics, Methodology and the Man, Dordrecht, Kluwer Academic Publishers, pp. 115–138
D. Corfield (2007) Narrative and the rationality of mathematical practice, unpublished paper. (http://www.dcorfield.pwp.blueyonder.co.uk/HowMathematicians.pdf)
T. Tymoczko (1993) Value judgments in mathematics: can we treat mathematics as an art?, in: White, A. (ed.) Essays in Humanistic Mathematics, Washington, DC, The Mathematical Association of America, pp. 62–77
D. Pimm (2006) Drawing on the image in mathematics and art, in: N. Sinclair, D. Pimm, W. Higginson (eds.) Mathematics and the Aesthetic: New Approaches to an Ancient Affinity, New York, NY, Springer, pp. 160–189
N. Sinclair (2006) The aesthetic sensibilities of mathematicians, in: N. Sinclair, D. Pimm, W. Higginson (eds.) Mathematics and the Aesthetic: New Approaches to an Ancient Affinity, New York, NY, Springer, pp. 87–104
G. Hardy (1940) A Mathematician’s Apology, Cambridge, Cambridge University Press
H. Poincaré (1908/1956) Mathematical creation, in: J. Newman (ed.), The World of Mathematics, New York, NY, Simon and Schuster, vol. 4, pp. 2041–2050
W. Krull (1930/1987) The aesthetic viewpoint in mathematics, The Mathematical Intelligencer 9(1), 48–52
G.C. Rota (1997) Indiscrete Thoughts, Boston, MA, Birkhäuser
U. Eco (1994) Six Walks in the Fictional Woods, Cambridge, MA, Harvard University Press
N. Sinclair (2005) Chorus, colours, and contrariness in school mathematics, THEN, 1 (http://thenjournal.org/feature/80/)
D. Pimm (2007) Euclid, overheard: notes on performance, performatives and proof (an intertextual, interrogative monologue), in: Gadanidis, G. and Hoogland, C. (eds.). Digital Mathematical Performance, London, ON, Faculty of Education, University of Western Ontario, pp. 25–35
J. Bruner (1986) Actual Minds, Possible Worlds, Cambridge, MA, Harvard University Press
C. Morgan (1998) Writing Mathematically: the Discourse of Investigation, London, Falmer Press
L. Burton, C. Morgan (2000) Mathematicians writing, Journal for Research in Mathematics Education 31(4), 429–453
E. Nardi, P. Iannone (2005) To appear and to be: mathematicians on their students’ attempts at acquiring the “genre speech” of university mathematics, in: M. Bosch (ed.), Proceedings of the Fourth Congress of the European Society for Research in Mathematics Education, pp. 1800–1810 (http://ermeweb.free.fr/CERME4/)
Y. Solomon, J. O’Neill (1998) Mathematics and narrative, Language and Education 12(3), 210–221
J. Fauvel (1988) Cartesian and Euclidean rhetoric, For the Learning of Mathematics 8(1), 25–29
M. Bakhtin (1952/1986) The problem of speech genres, in: C. Emerson, M. Holquist (eds.) Speech Genres and Other Late Essays, Austin, TX, University of Texas Press, pp. 60–102
R. Dedekind (1879) Was Sind und was Sollen die Zahlen? Braunschweig, Vieweg
U. Eco (1979) The Role of the Reader: Explorations in the Semiotics of Texts, Bloomington, IN, Indiana University Press
E. Love, D. Pimm (1996) “This is so”: a text on texts, in: A. Bishop et al. (eds.) International Handbook of Mathematics Education, Dordrecht, Kluwer Academic Publishers, pp. 371–409
I. Calvino (1992) Six Memos for the Next Millennium, London, Jonathan Cape
V. Walkerdine (1988) The Mastery of Reason: Cognitive Development and the Production of Rationality, New York, NY, Routledge
D. Wells (1990) Are these the most beautiful?, The Mathematical Intelligencer 12(3), 37–41
L. Corry (2004, 2nd edn) Modern Algebra and the Rise of Mathematical Structures, Basel, Birkhäuser Verlag
R. Netz (2004) The Transformation of Mathematics in the Early Mediterranean World: from Problems to Equations, Cambridge, Cambridge University Press
E. Rieu (1950; trans.) The Illiad, Baltimore, MD, Penguin Books
S. Nasar(1998) A Beautiful Mind, New York, NY, Simon and Schuster
R. Kroetsch (1989) Hear Us O Lord and the Orpheus occasion, in: Kroetsch, R., The Lovely Treachery of Words: Essays Selected and New, Toronto, ON, Oxford University Press, pp. 163–178
I. Lakatos (1976) Proofs and Refutations: the Logic of Mathematical Discovery, Cambridge, Cambridge University Press
D. Pimm, R. Beatty, J. Moss (2007) A question of audience, a matter of address, in: Pitta-Pantazi, D. (ed.), Proceedings of the Fifth Congress of the European Society for Research in Mathematics Education, Nicosia (http://ermeweb.free.fr/CERME5/)
P. Roth (1974) My Life as a Man, New York, NY, Holt, Rinehart and Winston
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Sinclair, N., Pimm, D. (2008). Alcune osservazioni intorno all’estetica, lo stile e la visibilità nella matematica. In: Emmer, M. (eds) matematica e cultura 2008. Matematica e cultura. Springer, Milano. https://doi.org/10.1007/978-88-470-0794-9_17
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