Applied mathematical analysis - Specialization
Applied Mathematical Analysis
This specialization provides a strong theoretical and practical foundation in applied mathematics. The topics are chosen so as to be readily applicable to many different areas in engineering and science, and they form a blend of both classical areas and new areas that are expected to play a significant role in engineering in the future.
Specialization specific courses
The student must follow the requirements in the general curriculum for the programme. In addition, at least 20 ECTS points are obtained among the following courses:
| 01238 | Differential Geometry | 5 | point | Spring F2B (Thurs 8-12) |
| 01257 | Advanced Modelling - Applied Mathematics | 5 | point | January |
| 01325 | Mathematics 4: Analysis - a Toolbox in Physics and Engineering | 5 | point | Spring F1A (Mon 8-12) |
| 01621 | Perturbation theory for differential equations | 5 | point | Spring F4A (Tues 13-17) |
| 01715 | Functional Analysis | 5 | point | Autumn E4B (Fri 8-12) |
| 01716 | Advanced Partial Differential Equations: Theory and Applications | 5 | point | Spring F3A (Tues 8-12) |
| 02624 | Inverse problems and Imaging | 5 | point | Autumn E5B (Wed 13-17) |
Recommended elective courses
The following courses are recommended for the specialization:
| 01622 | Advanced Dynamical Systems: Applications in Science and Engineering | 5 | point | Spring F3B (Fri 13-17) |
Examples of study plans
Four examples are shown: two focusing on analysis and two focusing on modelling. Both include study plans for students beginning in September or in February.
The study plans are examples only. Students are free to exchange the shown courses with other courses if the general requirements for the curriculum in mathmatical modelling and computation and the specialisation are satisfied. The proposed plans fulfil requirements of the MMC curriculum.
Study plan with focus on analysis - September start
Innovation in Engineering (Polytechnical... Innovation in Engineering (Polytechnical Foundation)
Quantitative methods to assess... Quantitative methods to assess sustainability (Polytechnical Foundation)
Mathematics 4: Analysis - a Toolbox in... Mathematics 4: Analysis - a Toolbox in Physics and Engineering
Advanced Partial Differential Equations:... Advanced Partial Differential Equations: Theory and Applications
Study plan with focus on analysis - February start
Quantitative methods to assess... Quantitative methods to assess sustainability (Polytechnical Foundation)
Mathematics 4: Analysis - a Toolbox in... Mathematics 4: Analysis - a Toolbox in Physics and Engineering
Innovation in Engineering (Polytechnical... Innovation in Engineering (Polytechnical Foundation)
Study plan with focus on modelling - September start
Quantitative methods to assess... Quantitative methods to assess sustainability (Polytechnical Foundation)
Perturbation theory for differential... Perturbation theory for differential equations
Innovation in Engineering (Polytechnical... Innovation in Engineering (Polytechnical Foundation)
Study plan with focus on modelling - February start
Quantitative methods to assess... Quantitative methods to assess sustainability (Polytechnical Foundation)
Innovation in Engineering (Polytechnical... Innovation in Engineering (Polytechnical Foundation)
Perturbation theory for differential... Perturbation theory for differential equations
Specializations are merely recommended ways of choosing the courses in the curriculum. Applicants are not admitted to a specialization but to the programme and it is possible to choose among all the courses in the curriculum following the directions given. However, if a specialization has been fulfilled the title of the specialization may be added to the diploma.
Contact
Christian Henriksen Associate Professor Phone: +45 45253054 chrh@dtu.dk
Kim Knudsen Professor Phone: +45 45253026 kiknu@dtu.dk