Subject: Selected Chapters 1 in Mathematics (17.DZ01M )
Native organizations units: Department of Fundamentals Sciences
Study programmes of the course:
| Type of studies | Title |
|---|---|
| Doctoral Academic Studies | Mathematics in Engineering (Year: 1, Semester: Winter) |
| Doctoral Academic Studies | Graphic Engineering and Design (Year: 1, Semester: Winter) |
| Doctoral Academic Studies | Occupational Safety Engineering (Year: 1, Semester: Winter) |
| Doctoral Academic Studies | Computing and Control Engineering (Year: 1, Semester: Winter) |
| Doctoral Academic Studies | Power, Electronic and Telecommunication Engineering (Year: 1, Semester: Winter) |
| Doctoral Academic Studies | Engineering Animation (Year: 1, Semester: Winter) |
| Doctoral Academic Studies | Industrial Engineering / Engineering Management (Year: 1, Semester: Winter) |
| Doctoral Academic Studies | Mechanical Engineering (Year: 1, Semester: Winter) |
| Doctoral Academic Studies | Biomedical Engineering (Year: 1, Semester: Winter) |
| Doctoral Academic Studies | Traffic Engineering (Year: 1, Semester: Winter) |
| Doctoral Academic Studies | Geodesy and Geoinformatics (Year: 1, Semester: Winter) |
| Doctoral Academic Studies | Disaster Risk Management and Fire Safety (Year: 1, Semester: Winter) |
| Doctoral Academic Studies | Civil Engineering (Year: 1, Semester: Winter) |
| Doctoral Academic Studies | Environmental Engineering (Year: 1, Semester: Winter) |
| Doctoral Academic Studies | Mechatronics (Year: 1, Semester: Winter) |
| Doctoral Academic Studies | Information Systems Engineering (Year: 1, Semester: Winter) |
To acquire knowledge which can be used in professional subjects and practical work, develop and solve mathematical models for engineering courses using the knowledge gained through selected chapters in mathematics.
Student is competent for using acquired knowledge in further education within professional courses, as well as for making, analysing and solving mathematical models. He is able to solve tasks from the above fields and to follows courses in which algebra,mathematical analysis, business and financial mathematics are applied. Acquired knowledge is used for solving mathematical models in professional courses.
Student can choose in consultation with programme supervisor, one of the suggested modules: 1. Numerical Mathematics 1; 2. Optimization 1; 3. Pattern Recognition 1; 4. Partial Differential Equations 1; 5. Nonlinear Equations 1; 6. Computational geometry 1; 7. Elements of Functional Analysis 1; 8. Combinatorics 1; 9. Graph Theory 1; 10.Operational Research- Linear Programming 1; 11. Probability 1; 12. Statistics 1; 13. Stochastic Processes 1; 14. Vector analysis 1; 15. Complex Analysis 1; 16. Linear Algebra 1; 17. Differential and Difference Equations 1; 18. Euclidean and Non-Euclidean Geometry 1; 19. Fractional Calculus,Differential Equations 1; 20. Operational Research-Quiuing theory 1; 21. Logic in Computing 1; 22. Discrete Mathematics 1; 23. Higher order Logic 1; 24. Theory of Mobile Processes 1; 25. Numerical Methods of Linear Algebra 1; 26. Fuzzy Sets 1; 27. Economic and Financial Mathematics 1; 28. Groups and Algebras Li 1; 29. Formal Languages and Automata Theory 1; 30. Process Algebras 1; 31. History of Mathematics. Part of the course is in the form of independent research and study in the field of mathematics. Study and research work is based on primary scientific sources, organization and conduction of experiments and statistical data analysis, numerical simulations, and possible paper in the field of mathematics.
Lectures. (The student can choose in consultation with supervisor, one or more modules depending on module scope). Consultations. Lectures are organized in combined form. The presentation of the theoretical part is followed by the corresponding examples which contribute to better understanding of the theoretical part. In addition to lectures there are regular consultations. Through research and study work the student will, on the bases of scientific journals and other relevant literature that has been studied independently, develop further understanding of the material covered in lectures. Working with the course teacher the student develops the ability to independently work on a scientific paper.
| Authors | Title | Year | Publisher | Language |
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| 2012 | English | |||
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| 1986 | English | |||
| 1985 | English |
| Course activity | Pre-examination | Obligations | Number of points |
|---|---|---|---|
| Theoretical part of the exam | No | Yes | 50.00 |
| Project | Yes | Yes | 50.00 |
Prof. Biljana Mihailović
Full Professor
Lectures
Prof. Jovanka Pantović
Full Professor
Lectures
Prof. Ksenija Doroslovački
Full Professor
Lectures
Prof. Lidija Čomić
Full Professor
Lectures
Prof. Ljiljana Teofanov
Full Professor
Lectures
Prof. Marko Kostić
Full Professor
Lectures
Prof. Nebojša Ralević
Full Professor
Lectures
Prof. Sandra Buhmiler
Full Professor
Lectures
Prof. Silvia Gilezan
Full Professor
Lectures
Prof. Slavica Medić
Full Professor
Lectures
Prof. Tatjana Grbić
Full Professor
Lectures
Prof. Tibor Lukić
Full Professor
Lectures
Assoc. Prof. Filip Tomić
Associate Professor
Lectures
Assoc. Prof. Jelena Ivetić
Associate Professor
Lectures
Assoc. Prof. Ljubo Nedović
Associate Professor
Lectures
Assoc. Prof. Maja Nedović
Associate Professor
Lectures
Asst. Prof. Jovana Dedeić
Assistant Professor
Lectures
Asst. Prof. Nataša Duraković
Assistant Professor
Lectures
Asst. Prof. Srđan Milićević
Assistant Professor
Lectures
Asst. Prof. Vladimir Ilić
Assistant Professor
Lectures
Asst. Prof. Zoran Ovcin
Assistant Professor
Lectures
Prof. Biljana Mihailović
Full Professor
Study research work
Prof. Jovanka Pantović
Full Professor
Study research work
Prof. Ksenija Doroslovački
Full Professor
Study research work
Prof. Lidija Čomić
Full Professor
Study research work
Prof. Ljiljana Teofanov
Full Professor
Study research work
Prof. Marko Kostić
Full Professor
Study research work
Prof. Nebojša Ralević
Full Professor
Study research work
Prof. Sandra Buhmiler
Full Professor
Study research work
Prof. Silvia Gilezan
Full Professor
Study research work
Prof. Slavica Medić
Full Professor
Study research work
Prof. Tatjana Grbić
Full Professor
Study research work
Prof. Tibor Lukić
Full Professor
Study research work
Assoc. Prof. Filip Tomić
Associate Professor
Study research work
Assoc. Prof. Jelena Ivetić
Associate Professor
Study research work
Assoc. Prof. Ljubo Nedović
Associate Professor
Study research work
Assoc. Prof. Maja Nedović
Associate Professor
Study research work
Asst. Prof. Jovana Dedeić
Assistant Professor
Study research work
Asst. Prof. Nataša Duraković
Assistant Professor
Study research work
Asst. Prof. Srđan Milićević
Assistant Professor
Study research work
Asst. Prof. Vladimir Ilić
Assistant Professor
Study research work
Faculty of Technical Sciences
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© 2024. Faculty of Technical Sciences.