 |  |  |
| STAT0750-1 | Multivariate statistical analysis (software R)
|

 |
| Duration : | 10h Th, 10h Pr |
 |
| Number of credits : |
|
 |
| Lecturer : | Gentiane Haesbroeck |
 |
Language(s) of instruction :
 |
| French language |
 |
Organisation and examination :
 |
| Teaching in the first semester, review in January |
 |
Course contents :
 |
| The course is a general introduction to the methods used in multivariate statistics, i.e. when one studies several variables simultaneously. The course entails the following chapters:
- Graphical display of multivariate data
- Mean vector and dispersion matrix
- Principal component analysis
- Discriminant analysis
- Multiple regression and correlation |
 |
Learning outcomes of the course :
 |
| The course is an introduction to the methods of multivariate data analysis. At the end of the course, the sudent should be capable of defining a multivariate problem, analysing the data and interpreting the results. He/she should also be able to understand the use of multivariate methods in the scientific literature. |
 |
Prerequisites and co-requisites/ Recommended optional programme components :
 |
| A good knowledge of univarite statistical methods. |
 |
Planned learning activities and teaching methods :
 |
| The practical sessions consist in analysing mulltivariate datasets by means of the software package R. |
 |
Mode of delivery (face-to-face ; distance-learning) :
 |
| Each course consists of 1h15 of theory and 1h of exercises with R. One lecture will be dedicated to R. The homeworks can be completed at home by the student. |
 |
Recommended or required readings :
 |
| There is no lecture notes.
Textbooks are:
- Multivariate statistical methods. D. Morrison, Mc Graw-Hill, Auckland, 1986
- Introduction to multivariate analysis. C. Chatfield et A.J. Collins, Chapman and Hall. ed, London, 1980 |
 |
Assessment methods and criteria :
 |
| Written examination. |
 |
Work placement(s) :
 |
| |
 |
Organizational remarks :
 |
| The course will normally take place on Tuesday morning of the fisrt quadrimester in the computer room of the Department of Mathematics (Building B37). |
 |
Contacts :
 |
| Lecturer
Gentiane Haesbroeck
Département de Mathématique (B37, bureau 0/60)
Tél: 04/366.95.94
Email: G. Haesbroeck@ulg.ac.be
Assistant
Marie Ernst
Tél: 04/366. 366.94.02
Email: m.ernst@ulg.ac.be |
 |