Ricerca in didattica della matematica: alcuni studi italiani. In ricordo di Francesco Speranza

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1. ARTIGUE, M., The Teaching and Learning of Mathematics at the University Level: Crucial Questions for Contemporary Research in Education, Notices of the American Mathematical Society, 46(1999), pp. 1377-1385. La traduzione in italiano di questo articolo si trova in ARTIGUE, M., L’insegnamento e l’apprendimento della matematica a livello universitario, Bollettino U.M.I., Sez. A, Serie VIII, Vol. III-A, Aprile 2000, pp. 81-103. Zbl0974.00010MR1723247
2. ARZARELLO, F., Inside and Outside: Spaces, times and language in proof production, Proc. 24th PME Int. Conf., vol. 1 (2000), pp. 23-38, Hiroshima (Japan). 
3. ARZARELLO, F. e BARTOLINI, M., Italian Trends in Research in Mathematics Education: A National Case Study in the International Perspective, in Kilpatrick J. e Sierpinska A. (eds.), Mathematics Education as a Research Domain: A Search for Identity, vol. 2(1998), pp. 243-262, Kluwer Academic Publishers. MR1623633
4. BARTOLINI BUSSI, M. G., Drawing Instruments: Theories and Practices from History to Didactics, Documenta Mathematica - Extra Volume ICM 1998, vol. 3(1998), 735-746. Zbl0912.00008MR1648203
5. BARTOLINI BUSSI, M. G., Mathematical Discussion and Perspective Drawing in Primary School, Educational Studies in Mathematics, 31(1-2) (1996), pp. 11-41. 
6. BARTOLINI BUSSI, M. G., BONI, M., FERRI, F. e GARUTI, R., Early Approach To Theoretical Thinking: Gears in Primary School, Educational Studies in Mathematics., 39(1-3) (1999), pp. 67-87. 
7. R. BIEHLER, R. W. SCHOLZ, R. STRASSER e B. WINCKELMANN (eds.), Didactics of Mathematics as a Scientific Discipline, Dordrecht: Kluwer Academic Publishers (1994). MR1308068
8. A. J. BISHOP, K. CLEMENTS, C. KEITEL, J. KILPATRICK e C. LABORDE editors, International Handbookof Mathematics Education, Dordrecht: Kluwer Academic Publishers. Zbl1253.00003
9. BOERO, P., PEDEMONTE, B. e ROBOTTI, E., Approaching Theoretical Knowledge through Voicesand Echoes: a Vygotskian Perspective, Proc. 21st PME Int. Conf., vol. 2(1997), pp. 81-88. 
10. DOUEK, N., Argumentation and conceptualization in context: a case study on sun shadows in primary school, Educational Studies in Mathematics, 39(1-3) (1999), pp. 89-110. 
11. L. ENGLISH, M. BARTOLINI BUSSI, G. JONES, R. LESH e D. TIROSH editors (in stampa), Handbook of International Research in Mathematics Education, Hillsdale, N. J.: Lawrence Erlbaum Associates. Zbl1011.00012
12. D. A. GROWS editor, Handbook of Research on Mathematics Teaching and Learning, New York: Macmillan Publishing Group (1992). 
13. HANNA, G. e JAHNKE, H. N., Proof and Proving, in Bishop A. J. e al. (eds.), International Handbook of Mathematics Education, 877-908, Dordrecht: Kluwer Academic Publishers (1996). MR1459741
14. JAFFE, A. e QUINN, F., «Theoretical Mathematics»: Towards a Cultural Synthesis of Mathematics and Theoretical Physics, Bulletin of the American Mathematical Society, 29(1) (1996), 1-13. Zbl0780.00001MR1202292DOI10.1090/S0273-0979-1993-00413-0
15. J. KILPATRICK e A. SIERPINSKA (eds.), Mathematics Education as a Research Domain: A Search for Identity, Dordrecht: Kluwer Academic Publishers (1998). Zbl0898.00006MR1623633
16. LAKOFF, G. e NUNEZ, R. E., Where mathematics Comes From: How the Embodied Mind Brings Mathematics into Being, Basic Books (2000). Zbl0987.00003MR1794854
17. MARIOTTI, M. A., BARTOLINI BUSSI, M. G., BOERO, P., FERRI, F. e GARUTI, R., Approaching Geometry Theorems in Contexts: From History and Epistemology to Cognition, in Proc. 21st PME Int. Conf., vol. 1 (1997), pp. 180-195, Lahti, Finland. 
18. NISS, M., Aspects of the Nature and State of Research in Mathematics Education, Documenta Mathematica, extra volume ICM 1998, vol. 3 (1998), pp. 767-776. Zbl0897.00005MR1648206
19. SCHOENFELD, A., Purposes and Methods of Research in Mathematics Education, Notices of the American Mathematical Society, 47(2000), pp. 641-649. La traduzione in italiano di questo articolo si trova in SCHOENFELD, A., Obiettivi e metodi di ricerca in didattica della matematica, Bollettino U.M.I. Sez. A, Serie VIII, Vol. III-A, Agosto 2000, pp. 175-199. 
20. THOM, R., La matematica moderna: esiste?, Atti di ICME2 (Exeter), trad. italiana in Sitia C. (a cura di), La didattica della matematica oggi: Problemi, ricerche, orientamenti, 111-129, Bologna: Pitagora editrice (1979). 
21. THURSTON, W. P., On Proof and Progress in Mathematics, Bulletin of the American Mathematical Society, 30(2) (1994), pp. 161-177. Zbl0817.01031MR1249357DOI10.1090/S0273-0979-1994-00502-6

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