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Mathématique : complément d'analyse et algèbre linéaire

academic year

Course teacher(s)

Denis BONHEURE (Coordinator)

ECTS credits


Language(s) of instruction


Course content

Integrals, complex numbers, differential equations, vectorial spaces, matrix computations, linear systems, linear maps, eigenvectors, eigenvalues and diagonalization

Objectives (and/or specific learning outcomes)

After the end of the course, students will be able to:
- identify the methods that can solve a given mathematical problem
- use mathematical tools to think in a logical way
- solve complex problems and showing creativity 

Prerequisites and Corequisites

Courses requiring this course

Teaching methods and learning activities

Theoretical lessons
Exercise sessions

References, bibliography, and recommended reading

No specific readings are recommended. Further references are provided in the course notes. 

Course notes

  • Syllabus
  • Université virtuelle

Other information


Nathan Uyttendaele <Nathan.Uyttendaele@ulb.ac.be>
Denis Bonheure <dbonheur@ulb.ac.be>
Davy Paindaveine <Davy.Paindaveine@ulb.be>




Method(s) of evaluation

  • written examination

written examination

A written exam is organized in May/June, then another one is organized in August/September (these exams will take place on campus, unless sanitary conditions lead to changes in the organization of the evaluations) 

Mark calculation method (including weighting of intermediary marks)

The grade for the première session is the one obtained at the exam in May/June. If the credit for the course is not obtained in the première session, then the exam in August/September must be taken. The grade for the seconde session is the one obtained at this second exam. 

Language(s) of evaluation

  • french