ECTS
9 credits
Training structure
Faculty of Science
Description
This EU will address the following points:
- Affine geometry: affine spaces, affine applications, barycenters. Affine geometry of the plane and space, classical theorems.
- Euclidean affine geometry: Euclidean affine spaces, isometries. Euclidean affine geometry of the plane and space, classical theorems, use of complexes to describe objects in the Euclidean affine plane and isometries.
- Isometries and groups.
Objectives
Complete the geometry training of students who plan to enroll in MEEF master's programs to pass the CAPES exam and become middle school or high school teachers.
Teaching hours
- Geometry - TutorialTutorials40.5 hours
- Geometry - CMLecture40.5 hours
Mandatory prerequisites
Algebra and geometry courses in L1 and L2, in particular:
- HAX402X Euclidean spaces.
Recommended prerequisites: first semester of L3
Additional information
Hourly volumes:
CM: 40.5
TD: 40.5
TP: -
Land: -