This course is an introduction to Operational Research and aims at teaching students how to model typical business optimization problems. At the end of the course, students should be able to (i) identify typical problems in operational research, (ii) solve the problems using methods developed during the class, (iii) display critical thinking to interpret the obtained results. The course will have an important theoretical side, thus allowing student to develop the rigor that is needed to solve encountered problems. Lastly, students should be able to solve many problems by hand or using Excel, and proceed with a clear analysis.
The course objectives are
1) Write problems as linear pograms or combinatorial problems on graphs.
2) Use the appropriate algorithms to solve these problems.
3) Study the theoretical properties (consistency, etc.) of the algorithms used.
4) If necessary, develop heuristics to find approximate solutions.
Six to seven exercice sessions will be held. Video or paper solutions will be made available after the sessions.
The final grade will solely be based on the results of the exam. The exam is a closed book exam with a 30% theory-70% exercises balance.
Notes will be provided on Webcampus. They include the slides and associated recordings, as well as a syllabus (made available during the semester).
| Training | Study programme | Block | Credits | Mandatory |
|---|---|---|---|---|
| Bachelor in Mathematics | Standard | 0 | 5 | |
| Bachelor in Business Engineering | Standard | 0 | 4 | |
| Bachelor in Business Engineering | Standard | 3 | 4 |