We present the conception and analysis of a situation dealing with the principles of public-key cryptography and aiming at exploring informatics and mathematical concepts and methods. We rely on the Theory of Didactical Situations to design a situation (based on an unplugged activity) about public-key cryptography using graphs. After the preliminary analysis of the content, we conceived a didactical situation and developed its a priori analysis. The description of the associated solving strategies illustrates the interplay between mathematics and informatics, and the role of algorithms and algorithmic thinking.

Cryptography as a field to foster interactions between mathematics and informatics, and algorithms. Analysis of a didactical situation

Michael Lodi;Marco Sbaraglia;Simone Martini
2023

Abstract

We present the conception and analysis of a situation dealing with the principles of public-key cryptography and aiming at exploring informatics and mathematical concepts and methods. We rely on the Theory of Didactical Situations to design a situation (based on an unplugged activity) about public-key cryptography using graphs. After the preliminary analysis of the content, we conceived a didactical situation and developed its a priori analysis. The description of the associated solving strategies illustrates the interplay between mathematics and informatics, and the role of algorithms and algorithmic thinking.
2023
Proceedings of the Thirteenth Congress of the European Society for Research in Mathematics Education (CERME13)
3001
3008
Simon Modeste, Evmorfia-Iro Bartzia, Michael Lodi, Marco Sbaraglia, Viviane Durand-Guerrier, Simone Martini
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11585/954598
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