Module details

M1100-CMS36  Computational Mathematics Applications

Module Owner: N.N.
Displayed in timetable as: CMS-CMA-ELV2
Duration: 3
Number of electives: 0
Credits: 10,0
Start Semester: SuSe 2019
Lecturer Responsible Prof. Dr. Axel Voigt
axel.voigt@tu-dresden.de
Qualification Goals The students are able to transfer their acquired competencies of computational modelling and simulation in mathematics to the application domain. They are able to study complex models using self-implemented simulation methods and to model mathematical correlations independently and to test and validate the models. In particular, the students are able to grasp a complex mathematical problem independently in models and to explore it in communication with experts of the application domain computer supported.
Content The contents of the module are in-depth questions from the mathematical field Computational Mathematics application domain.
Forms of Teaching and Learning The module includes lectures, exercises, seminars, tutorials, internships and project work in the amount of 8 SWS and self-study. The courses are to be selected from the CMS-CMA-ELV2 catalog to the specified extent; this will be announced as usual at the Faculty of Computer Science, at the beginning of each semester, in writing, including the language of the course, the necessary examinations and the weighting of the grades.
Prerequisites for Participation The competencies to be acquired in the CMS-CMA-FEM module are assumed.
Applicability The module is a compulsory module for students of the track computational mathematics in the Master's Program Computational Modelling and Simulation.
Prerequisites for the Assignment of Credit Points The credit points are awarded if the module examination is passed. The module examination consists of the examinations specified in the CMS-CMA-ELV2 catalogue.
Credit Points and Grades The module allows one to earn 10 credit points. The module grade is the average of the grades of examinations weighted according to the catalogue CMS-CMA-ELV2.
Frequency of Offer The module is offered each academic year, starting in the summer semester.
Workload The workload is a total of 300 hours.
Duration of Module The module takes two semesters to complete.
Module Number Module Handbook TU Dresden CMS-CMA-ELV2

Registration periods

Phase Block Register from | to End cancellation
Ohne Auswahlverfahren Vorlesungszeit 24.03.2019 00:00 | 30.08.2019 23:00 30.08.2019 23:00

Courses
Number Name Semester  
DK1100-MA001X Dummykurs CMS 1 SWS  
DK1100-MA002X Dummykurs CMS 2 SWS  
DK1100-MA003X Dummykurs CMS 3 SWS  
DK1100-MA004X Dummykurs CMS 4 SWS  
DK1100-MA004X Dummykurs CMS 4 SWS SuSe 2019
K0108-40545xV Numerik mit partiellen Differentialgleichungen - weiterführende Konzepte (V) 1  
K0108-40545xV Numerical Mathematics of Partial Differential Equations - Further Concepts (L) SuSe 2019
K0108-40545xV Numerical Mathematics of Partial Differential Equations - Further Concepts (L) SuSe 2020
K0108-40545xÜ Numerik mit partiellen Differentialgleichungen - weiterführende Konzepte (Ü) 1  
K0108-40545xÜ Numerical Mathematics of Partial Differential Equations - Further Concepts (E) SuSe 2019
K0108-40545xÜ Numerical Mathematics of Partial Differential Equations - Further Concepts (E) SuSe 2020
K0108-40642xV Wissenschaftliches Rechnen - Fortgeschrittene Aspekte (V) 1  
K0108-40642xV Scientific Arithmetic - Advanced Aspects (L) SuSe 2020
K0108-40642xÜ Wissenschaftliches Rechnen - Fortgeschrittene Aspekte (Ü) 1  
K1102-ZIH001S Seminar Mathematical Biology (S) 1  
K1102-ZIH001S Seminar Mathematical Biology (S) SuSe 2020
K1107-CMS02X Teamproject Computational Biology (X) 1  
K1107-MA0006V Particle Methods (V) 1  
K1107-MA0006V Particle Methods (L) SuSe 2019
K1107-MA0006V Particle Methods (L) SuSe 2020
K1107-MA0006Ü Particle Methods (Ü) 1  
K1107-MA0006Ü Particle Methods (E) SuSe 2019
K1107-MA0006Ü Particle Methods (E) SuSe 2020
K1314-2H0440P Nanostructured Materials (P) 1  
K1314-2H0440P Nanostructured Materials 1 (P) SuSe 2019
K1314-2H0440V Nanostructured Materials (L) 1  
K1314-2H0440V Nanostructured Materials A (L) SuSe 2019
K1314-2H0440Ü Nanostructured Materials (E) 1  
K1314-2H0440Ü Nanostructured Materials 1 (Ü) SuSe 2019
K0108-40643xV Scientific Programming - Fortgeschrittene Aspekte (V) 2  
K0108-40643xV Scientific Programming - Advanced Aspects (L) WiSe 2019/20
K0108-40643xÜ Scientific Programming - Fortgeschrittene Aspekte (Ü) 2  
K0108-40643xÜ Scientific Programming - Advanced Aspects (E) WiSe 2019/20
K1102-ZIH001V Introduction to Mathematical Biology 1 (V) 2  
K1102-ZIH001V Introduction to Mathematical Biology 1 (L) SuSe 2019
K1102-ZIH001Ü Introduction to Mathematical Biology 1 (Ü) 2  
K1102-ZIH002V Introduction to Mathematical Biology 2 (V) 2  
K1102-ZIH002V Introduction to Mathematical Biology 2 (L) WiSe 2019/20
K1102-ZIH002Ü Introduction to Mathematical Biology 2 (Ü) 2  
K1102-ZIH002Ü Introduction to Mathematical Biology 2 (E) WiSe 2019/20
K1112-5NB23bV Biological Hydrodynamics (V) 2  
K1112-5NB23bÜ Biological Hydrodynamics (Ü) 2  
K1302-EX3040V Computational Fluid Dynamics (L) 2  
K1302-EX3040V Computational Fluid Dynamics (L) WiSe 2019/20
K1302-EX3040Ü Computational Fluid Dynamics (E) 2  
K1302-EX3040Ü Computational Fluid Dynamics (E) WiSe 2019/20
K1314-EX0201V Molecular Electronics (V) 2  
K1314-EX0201Ü Molecular Electronics (Ü) 2  
K9603-11073V Computational Cell Biology (V) 2  
K9603-11073V Computational Cell Biology (V) WiSe 2019/20
K9603-11073Ü Computational Cell Biology (Ü) 2  
K9603-11073Ü Computational Cell Biology (Ü) WiSe 2019/20

Passing rules
Context Name Description
Global * For information on the module examination please see module description
Global * For information on the module examination please see module description

Requirements
Course / Final module requirements Requirements Compulsory pass Weighting
DK1100-MA001X Dummykurs CMS 1 SWS Assessment No 3
DK1100-MA002X Dummykurs CMS 2 SWS Assessment No 6
DK1100-MA003X Dummykurs CMS 3 SWS Assessment No 9
DK1100-MA004X Dummykurs CMS 4 SWS Assessment No 12
K0108-40545xV Numerical Mathematics of Partial Differential Equations - Further Concepts (L) Oral Assessment Numerics of Partial Differential Equations II No 12
K0108-40642xV Scientific Arithmetic - Advanced Aspects (L) Oral Assessment Scientific Computing Advanced Aspects No 12
K0108-40643xV Scientific Programming - Advanced Aspects (L) Oral Assessment (Group Test) Scientific Programming No 12
K1102-ZIH001S Seminar Mathematical Biology (S) Oral Presentation Mathematical Biology No 6
K1102-ZIH001V Introduction to Mathematical Biology 1 (L) Oral Assessment Introduction to Mathematical Biology 1 No 9
K1102-ZIH002V Introduction to Mathematical Biology 2 (L) Oral Assessment Introduction to Mathematical Biology 2 No 9
K1107-CMS02X Teamproject Computational Life Science (X) Colloquium Computational Life Science No 8
Project Work Computational Life Science No 8
Project Report Computational Life Science No 8
K1107-MA0006V Particle Methods (L) Written Examination/Oral Assessment Particle Methods No 12
K1112-5NB23bV Biological Hydrodynamics (L) Oral Assessment Biological Hydrodynamics No 9
K1302-EX3040V Computational Fluid Dynamics (L) Written Examination/Oral Assessment Computational Fluid Dynamics No 12
K1314-2H0440V Nanostructured Materials (L) Oral Assessment Nanostructured Materials A No 9
Collection of Protocols Nanostructured Materials A No 9
K1314-EX0201V Molecular Electronics (L) Written Examination/Oral Assessment Molecular Electronics No 12
K9603-11073V Computational Cell Biology (V) Oral Presentation Computational Cell Biology No 12

Caption
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For this final module requirement, several combinations of requirements do exist. The passing rules (see above) specify, whether you have to complete one or several requirement combinations.