معرفی پارادایم‌ها و فضاهای کاری هندسی

[1] R. Duval, Geometry from a cognitive point of view, InC. Mammana and V. Villani (Eds.), Perspectives on the Teaching of Geometry for the 21st century, Kluwer Academic Publishers, Dordrecht, 1998 37–52.
[2] C. Houdement, Geometrical Working space, a tool for Comparison, Proceedings of CERME5, Larnaka, Cyprus, (2007) 972–982
[3] C. Houdement and A. Kuzniak, Elementary geometry split into different geometrical paradigms, In M. Mariotti (Ed.), Proceedings of CERME3, Bellaria: Italy, 3 (2003).
[4] A. Kuzniak, Thinking about the teaching of geometry through the lens of the theory of geometric working spaces, In P. Herbst, U. H. Cheah, K. Jones, & P. Richard (Eds.), International perspectives on the teaching and learning of geometry in secondary schools, ICME-13 monographs, Cham, Switzerland: Springer, 2018 5–21.
[5] A. Kuzniak, Understanding the nature of the geometric work through its development and its transfor-mation, In S. Rezat, M. Hattermann, & A. Peter–Koop (Eds.), Transformation: a fundamental idea of mathematics education, New York: Springer, 2013 311–325.

[6] A. Kuzniak and J. C. Rauscher, How do teachers’ approaches to geometric work relate to geometry students’ learning difficulties?, Educ. Stud. Math., 77 (2011) 129–147.
[7] A. Kuzniak and L. Vivier, A French look on the Greek Geometrical Working Space at secondary school level, Proceeding of CERME 6, Lyon: France, (2010) 686–695.
[8] A. Kuzniak, Personal geometrical working space: a didactic and statistical approach, In R. Gras, E. Suzuki, F. Guillet, F. Spagnolo and (Eds.), Statistical Implicative Analysis: theory and applications studies in computational intelligence, Springer, Berlin, Heidelberg, 2008 185–202.
[9] D. Lebot, Mettre en place le concept d’angle et de sa grandeur à partir de situations ancrées dans l’espace vécu: Quelles influences sur les ET G? Master de didactique des mathématiques, Paris: Irem P7, Université Paris-Diderot, 2011.
[10] P. Michael, Geometrical figure apprehension: cognitive processes and structure (Unpublished doctoral thesis), The University of Cyprus, Cyprus, 2013.
[11] P. M. Van Hiele, The child’s thought and geometry, In D. Geddes, D. Fuys, R. Tischler and (Eds.), English translation of selected writings of Dina van Hiele-Geldof and Pierre M. van Hiele, Washington, D. C.: NSF, 1959 243–252.