Subject
Numerical Methods for Data Science
| 1. | Course Title |
Numerical Methods for Data Science Numerical Methods for Data Sciences |
||||||||||||
| 2. | Code | m23_s_001 | ||||||||||||
| 3. | Study Programme | — | ||||||||||||
| 4. | Organizer of the study programme (unit, institute, department or division) | Faculty of Computer Science and Engineering | ||||||||||||
| 5. | Degree level (first, second, third cycle) | Second cycle | ||||||||||||
| 6. | Academic year / semester | 10 / Summer | ||||||||||||
| 7. | Number of ECTS credits | 6 | ||||||||||||
| 8. | Teacher | Vesna Dimitrievska Ristovska | ||||||||||||
| 9. | Prerequisites for enrolling in the course | — | ||||||||||||
| 10. | Objectives of the course programme (competences) | 1) Formulation of data-driven analytical models for optimal decision-making in various applications; 2) ability to analyze such models based on an understanding of their properties; 3) studying techniques for obtaining numerical solutions for such models through computer software; 4) Interpreting numerical solutions obtained in relation to optimal decisions. |
||||||||||||
| 11. | Course content | 1. Linear models for optimization. 1.1. Introduction: decision optimization, analytical and operational research; formulations; graphical and software-based solutions. 1.2. Duality; economic interpretation; optimality conditions; sensitivity analysis; robustness. 1.3. Applications. 2. Discrete optimization models. 2.1. Formulations; graphical solution; linear relaxations; optimal gap. 2.2. Constrained methods; valid inequalities; applications. 3. Dynamic models for optimization. 3.1. Formulations; optimality equations; numerical solution; applications. |
||||||||||||
| 12. | Learning methods | Lectures supported by slide presentations, interactive lectures, exercises (using equipment and software packages), independent preparation and defense of a project assignment and a seminar paper, learning in an electronic environment (forums, consultations). | ||||||||||||
| 13. | Total available time | 6 ECTS x 30 hours = 180 hours | ||||||||||||
| 14. | Distribution of available time | 60 + 0 + 45 + 45 + 30 = 180 hours | ||||||||||||
| 15. | Forms of teaching activities |
|
||||||||||||
| 16. | Other forms of activities |
|
||||||||||||
| 17. | Assessment method |
|
||||||||||||
| 18. | Grading criteria (points / grade) |
|
||||||||||||
| 19. | Requirement for obtaining a signature and taking the final exam | NULL | ||||||||||||
| 20. | Language of instruction | Macedonian | ||||||||||||
| 21. | Method for monitoring the quality of teaching | internal evaluation and survey mechanism | ||||||||||||
| 22. | Literature |
|