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2001 Histoire et épistémologie dans l’éducation mathématique : de la maternelle à l’université. V. 1. Mathematics Physics and « Physical Mathematics »: A historical approach to didactical aspects of their relation. p. 65-80.

Auteur : Tzanakis Constantinos
2017 Let History into the Mathematics Classroom. When Leibniz Plays Dice. p. 115-127.

Auteur : Chorlay Renaud
2017 Let History into the Mathematics Classroom. The Probability of Causes According to Condorcet. p. 129-140.

Auteur : Hamon Gérard
2008 History and epistemology in mathematics education: proceedings of the 5th European Summer University. Original Texts in the Classroom. p. 49-61.

Auteurs : Thomaidis Yannis ; Tzanakis Constantinos
2008 History and epistemology in mathematics education: proceedings of the 5th European Summer University. Towards a Definition of Limit. p. 181-191.

Auteur : Burn Robert
2008 History and epistemology in mathematics education: proceedings of the 5th European Summer University. A Multidimensional Approach to « De L’Hospital Rule ». p. 395-404.

Auteur : Poulos Andreas
2008 History and epistemology in mathematics education: proceedings of the 5th European Summer University. Viète and the Advent of Literal Calculus. p. 475-487.

Auteur : Guichard Jean-Paul
2011 History and Epistemology in Mathematics Education: Proceedings of the Sixth European Summer University (ESU 6). Design and high-school implementation of mathematical-new-snapshots. An Action-Research into Today’s News is Tomorrow’s History. p. 171-184.

Auteurs : Amit Batya ; Movshovitz-Hada Nitsa
2011 History and Epistemology in Mathematics Education: Proceedings of the Sixth European Summer University (ESU 6). Historical mini-theories as a way to reflect about the meaning of proof. p. 503-511.

Auteur : Jahnke Hans Niels
2015 History and Epistemology in Mathematics Education: Proceedings of the Seventh European Summer University. Teaching the area of a circle from the perspective of HPM. p. 403-415.

Auteurs : Hong Yanjun ; Wang Xiaoqin
2015 History and Epistemology in Mathematics Education: Proceedings of the Seventh European Summer University. Algorithms: an approach based on historical texts in the classroom . p. 467-484.

Auteurs : Boyé Anne ; Bühler Martine ; Michel-Pajus Anne
2015 History and Epistemology in Mathematics Education: Proceedings of the Seventh European Summer University. Using historical texts in an interdisciplinary perspective: two examples of the interrelation between mathematics and natural sciences. p. 527-528.

Auteur : Hosson Cécile de
2015 History and Epistemology in Mathematics Education: Proceedings of the Seventh European Summer University. A cabinet of mathematical wonders: images and the history of mathematics. p. 529-538.

Auteur : Swetz Frank
2017 Let History into the Mathematics Classroom. Indian Calculation: The Rule of Three – Quite a Story… p. 47-57.

Auteur : Morice-Singh Catherine
2011 History and Epistemology in Mathematics Education: Proceedings of the Sixth European Summer University (ESU 6). A historical approach of the fundamental concept of measurement. p. 259-269.

Auteurs : Amaral Ana ; Gomes Alexandra ; Ralha M. Elfrida
2011 History and Epistemology in Mathematics Education: Proceedings of the Sixth European Summer University (ESU 6). The yoke. p. 553-561.

Auteurs : Costa Cecília ; Nascimento Maria Manuel ; Catarino Paula ; Fernandes Rui
2000 Proceedings of the HPM 2000 Conference. Vol. 2. Using Mathematics Text in Classroom: the case of Pythagorean Theorem. p. 67-82.

Auteur : Ming Yen Fu
2012 HPM 2012. The HPM Satellite Meeting of ICME-12. Proceeding book 1. Teaching History of Mathematics to Teacher Students: Examples from a Short Intervention. p. 349-362.

Auteur : Smestad Bjorn
2017 Let History into the Mathematics Classroom. Angles in Secondary School: Surveying and Navigation. p. 1-15.

Auteur : Guichard Jean-Paul
1981 Siméon-Denis Poisson et la science de son temps. Physical Principles and the Possibility of a Mathematical Science of Electricity and Magnetism. p. 151-166.

Auteur : Home Roderick W.
1981 Siméon-Denis Poisson et la science de son temps. Poisson and Mechanics. p. 23-37.

Auteur : Arnold David H.
1981 Siméon-Denis Poisson et la science de son temps. Siméon-Denis Poisson, aspect de l’homme et de son oeuvre. p. 1-21.

Auteur : Costabel Pierre
2008 Mathématiciens français du XVIIe siècle. Trends in German mathematics at the time of Descartes’stay in southern Germany. p. 45-67.

Auteur : Schneider Ivo
2017 Cahiers du Laboratoire de Didactique André Revuz. N° 18. English Version. Activity Theory in Didactics of Mathematics. What is taken as shared.

Auteurs : Vandebrouck Fabrice ; Robert Aline ; Abboud-Blanchard Maha ; Rogalski Janine