Mathematics : calculus

Basic notions, sequences and series, topology in R, limits of functions, continuity, derivability, integrals.

A the end of this course, the student will be able to:
-Identify the relevant method to solve a given mathematical problem;
-Use logic to reason and solve a problem, using mathematical reasoning;
-Provide a solution to complex problems while using creative solutions.
 

Ex cathedra lectures (with moments of active student involvement)
Exercise sessions

Références, bibliographie et lectures recommandées

A list of references is provided on the course's webpage.

Support(s) de cours

• Syllabus
• Université virtuelle

Contacts

Germain Van Bever (germain.van.bever@ulb.be)

Campus

Solbosch

Méthode(s) d'évaluation

• Examen écrit

Examen écrit

• Question ouverte à développement long
• Question fermée à Choix Multiple (QCM)

A written exam is organised in January. It is possible to retake this exam in may/june, in which case the grade supersedes the grade obtained in January. A third written exam is organised in August. All exams are of the same structure and difficulty, described on the course's webpage. 

Construction de la note (en ce compris, la pondération des notes partielles)

The grade for the first session is the January grade, unless the May/June exam has been taken, in which case its grade supersedes the former. If the course was not credited in the first session, the second session grade will be the grade of the August exam. 

Langue(s) d'évaluation

• anglais