University of Liege | Version française
Study programmes 2011-2012Last update : 14/06/2012
SDOC0029-1  Probabilité et statistique de base

Duration :  20h Th
Number of credits :  
Doctoral training in sciences (Biochimie, biochimie moléculaire et cellulaire, bioinformatique et modélisation)Toute l'année3
Doctoral training in sciences (Biologie des organismes et écologie)Toute l'année3
Doctoral training in sciences (Chimie)Toute l'année3
Doctoral training in sciences (Géographie)Toute l'année3
Doctoral training in sciences (Géologie)Toute l'année3
Doctoral training in sciences (Mathématiques)Toute l'année3
Doctoral training in sciences (Océanographie)Toute l'année3
Doctoral training in sciences (Physique)Toute l'année3
Doctoral training in sciences (Sciences et gestion de l'environnement)Toute l'année3
Doctoral training in sciences (Sciences spatiales)Toute l'année3
Doctoral training in sciences (Didactique des sciences)Toute l'année3
Lecturer :  Pierre Mathonet
Language(s) of instruction :  
French language
Course contents :  
In this course, we will review the basics of probability theory and statistical inference, using a mathematical background that will be as accessible as possible.

This course is a prerequisite for the courses of multivariate statistics, linear models and time series analysis for students who would not have had courses on these topics before.
Learning outcomes of the course :  
After the course, the students should know the mathematical prequisites to follow advanced courses of statistics. The should also be able to solve a few problems in statistics or probability.
Prerequisites and co-requisites/ Recommended optional programme components :  
This course is intended for PHD students of the faculty of sciences.
Planned learning activities and teaching methods :  
After explaining each concept, we will illustrate by examples and exercises will be assigned to the students.
Mode of delivery (face-to-face ; distance-learning) :  
Face-to-face. A schedule will be established in due time.
Assessment methods and criteria :  
There will be a written exam for the exercises and/or an oral exam for the theory. The final grade will be a weighted mean of the grades obtained for the two exams.
Contacts :  
Pierre Mathonet Department of Mathématics Grande Traverse 12, B37, B-4000 Liège Tel : +32 4 366 94 80 Mail : P.Mathonet@ulg.ac.be


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