Abstract
This article presents the design of a theoretical and methodological framework for the didactic design of a learning environment: a learning platform in mathematics for cycle 4 students (aged 12 to 15). We cross several approaches to build didactic models and their computer representation: a model of the knowledge involved in the platform, a model of the learner's reasoning, and a model of learning paths adapted to the student's learning needs. We illustrate this approach on two themes from two mathematical domains, the solving of first-degree equations in algebra and the construction of triangles in geometry.
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