Courses



12 different courses found Cancel search | Modify the advanced search
Faculty of Mathematics, Computer Science and Physics
INFO Master's Programme Technical Mathematics according to the Curriculum 2007 (120 ECTS-Credits, 4 semesters)
First - Fourth Semester
Compulsory Module 1: Introduction to Higher Algebra and Discrete Mathematics (7.5 ECTS-Credits, 4 h)
Prerequisites for registration: none
Learning Outcome: Students who have completed that module have gained an overall view over some current questions of higher algebra and discrete mathematics and the methods to treat these questions. Moreover they have acquired a deepened understanding of the field of algebra and discrete mathematics and are able to analyse and solve typical problems of those areas.
702801
VO Introduction to Higher Algebra and Discrete Mathematics (VO / 2h / 4 ECTS-AP)
Tim Netzer
Details of this course
702802
PS Introduction to Higher Algebra and Discrete Mathematics (PS / 2h / 3,5 ECTS-AP)
Tim Netzer
Details of this course
Compulsory Module 2: Introduction to Higher Analysis (7.5 ECTS-Credits, 4 h)
Prerequisites for registration: none
Learning Outcome: Students who have completed that module have gained an overall view over some current questions of higher analysis and the methods to treat those questions. Moreover they have acquired a deepened understanding of the field of analysis and are able to analyse and solve typical problems of that domain.
ML
702803
VO Introduction to Higher Analysis (VO / 2h / 4 ECTS-AP)
Eva Kopecká
Details of this course
702804
PS Introduction to Higher Analysis (PS / 2h / 3,5 ECTS-AP)
Eva Kopecká
Details of this course
Compulsory Module 5: Subject-specific fundamentals and core competences (15 ECTS-Credits, 8 h)
Prerequisites for registration: none
Learning Outcome: Students who have completed that module have acquired advanced knowledge of selected topics in higher mathematics. They are able to use that knowledge in order to analyse current problems which are associated with the discussed matters and to develop solutions for them.
ML
702872
VU Subject-Specific Fundamentals and Core Skills 2: Theory and Application of Radon Transformation (VU / 4h / 7,5 ECTS-AP)
Markus Haltmeier, Gerhard Zangerl
Details of this course
Compulsory Module 6: Advanced professional competences (15 ECTS-Credits, 8 h)
Prerequisites for registration: none
Learning Outcome: Students who have completed that module have, based on module 5, acquired deepened knowledge of one or more branches of higher mathematics. They have got to know further current problems and methods for their solution. They are able to develop innovative solutions for problems of those branches of mathematics.
ML
702870
VU Advanced Professional Skills 1: Splitting methods and geometric integrators (VU / 4h / 7,5 ECTS-AP)
Alexander Ostermann, Chiara Piazzola
Details of this course
702878
VU Weiterführende Fachkompetenzen 2: Probalistic analysis of algorithms (VU / 4h / 7,5 ECTS-AP)
Konrad Jozef Kolesko, Oleksandr Marynych
Details of this course
Compulsory Module 7: Particular topics and methods (15 ECTS-Credits, 8 h)
Prerequisites for registration: none
Learning Outcome: Students who have completed that module have acquired particular knowledge of one or more branches of higher mathematics. They are able to develop innovative solutions for current problems of those branches of mathematics as well as to judge different approaches critically. As a result they have developed learning strategies that enable them to acquire further mathematical matters autonomously.
ML
702873
VU Special Topics and Methods 2: Stochastic Partial Differential Equations (VU / 4h / 7,5 ECTS-AP)
Mechthild Thalhammer
Details of this course
Compulsory Module 8: Research Seminars (10 ECTS-Credits, 4 h)
Prerequisites for registration: none
Learning Outcome: Students who have completed that module have acquired a deepened knowledge of a branch of higher mathematics by autonomous studies. Moreover they are familiar with relevant mathematical literature and can judge its mathematical content. They are able to examine problems of higher mathematics in a creative and methodically correct manner and to present the result of those examinations in written form and orally as to be understood well by experts. The contents of the seminars are oriented on current research topics.
ML
702874
SE Research Seminar: Numerical Analysis - Current Research SS 2018 (SE / 2h / 5 ECTS-AP)
Alexander Ostermann
Details of this course
702875
SE Research Seminar: Algebra SS 2018 (SE / 2h / 5 ECTS-AP)
Tim Netzer
Details of this course
ML
702876
SE Research Seminar: Applied Mathematics - Inverse Problems (SE / 2h / 5 ECTS-AP)
Markus Haltmeier
Details of this course
ML
702877
SE Research Seminar: Analysis - Nonlinear acoustics (SE / 2h / 5 ECTS-AP)
Mechthild Thalhammer
Details of this course