ECTS
9 credits
Component
Faculty of Science
Description
This EU will address the following:
- 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 of the Euclidean affine plane and isometries.
- Isometries and groups.
Objectives
To complete the geometry training of students who plan to enroll in the MEEF master's program to pass the CAPES and become a middle or high school teacher.
Necessary pre-requisites
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: -