Courses
Faculty of Mathematics, Computer Science and Physics
INFO
Bachelor's Programme Mathematics according to the Curriculum 2007 (180 ECTS-Credits, 6 semesters)
Studies Induction and Orientation Stage (relevant course examinations)
702000
EiS - Introduction course to studies of mathematics (SE / ,5h / ,5 ECTS-AP)
Lukas Einkemmer, Alexander Ostermann
Details of this course
702101
VO Linear Algebra and Analytic Geometry 1 (VO / 3h / 4,5 ECTS-AP)
Tim Netzer, Karin Schnass
Details of this course
First Semester
Compulsory Module 1: Linear Algebra and Analytic Geometry 1 (10 ECTS-Credits, 6 h)
Prerequisites for registration: none
Learning Outcome: Students of this module understand the content of the lectures and they can reproduce and apply them. They have acquired the ability to work out similar content on their own. They can apply the most important concepts of Linear Algebra as appropriate. Furthermore they have gained a basic understanding of how mathematics works.
702101
VO Linear Algebra and Analytic Geometry 1 (VO / 3h / 4,5 ECTS-AP)
Tim Netzer, Karin Schnass
Details of this course
702102
VO Consolidation Linear Algebra and Analytic Geometry (VO / 1h / 1,5 ECTS-AP)
Tim Netzer, Karin Schnass
Details of this course
702104
PS Linear Algebra and Analytic Geometry 1 (PS / 2h / 4 ECTS-AP)
Tom Drescher, Friederike Anna Hildegard Wrulich-Waldner
Details of this course
Compulsory Moduel 2: Analysis 1 (10 ECTS-Credits, 6 h)
Prerequisites for registration: none
Learning Outcome: Students of this module understand the content of the lectures and they can reproduce and apply them. They have acquired the ability to work out similar content on their own. They can apply the most important concepts of Analysis as appropriate. Furthermore, they have gained a basic understanding of how mathematics works.
Compulsory Module 3: Practical Exercises (5 ECTS-Credits, 4 h)
Prerequisites for registration: none
Learning Outcome: Students of this module can reproduce important basic calculation methods and have acquired simple mathematical problems and to solve and transfer the calculation procedures to similar content. Moreover, they have gained a basic understanding of the way mathematics works.
702121
PR Mathematical Practicum (PR / 4h / 5 ECTS-AP)
Davide Ravasini, Christoforos Spartalis
Details of this course
Compulsory Module 4: Scientific Working and Profession (5 ECTS-Credits, 4 h)
Prerequisites for registration: none
Learning Outcome: Students of this module have acquired the ability to use selected mathematical software and to implement simple mathematic algorithms into selected software language. They have learned how to transfer criteria into mathematical content and formal design in a text. Furthermore, they know the occupational profile of mathematicians and have gained an overview of the topic of equality and gender as well as of their study programme.
702131
VO Perspective and Profession (VO / 1h / ,5 ECTS-AP)
Cemal Serhat Acikbas, Lukas Einkemmer, David Geisler-Moroder, Nadja Maria Gruber, Wilfried Huss, Christian Reisecker, Konrad Eugen Schwarz, Alexander Werlberger, Dominik Zeillinger
Details of this course
702132
PS Introduction to Mathematic Working, Mathematical Software and Programming (PS / 3h / 4,5 ECTS-AP)
Markus Haltmeier, Ahsan Raza Siyal
Details of this course
Third Semester
Compulsory Module 8: Algebra 1 (7.5 ECTS-Credits, 5 h)
Prerequisites for registration: none
Learning Outcome: Students of this module understand the content of the lectures and they can reproduce and apply it. They have acquired the ability to work out similar content on their own. They can apply simple concepts of Algebra appropriately. Furthermore, they have gained a basic understanding of how Algebra works.
Compulsory Module 9: Analysis 3 (Ordinary Differential Equations and Complex Analysis) (10 ECTS-Credits, 6 h)
Prerequisites for registration: none
Learning Outcome: Students completing this module understand the content of this lecture and they can reproduce and apply this. They have acquired the ability to work out similar content on their own. They are able to implement advanced methods of analysis appropriately. They have also acquired a basic understanding of the theory of ordinary differential equations and of the theory of functions.
Compulsory Module 10: Statistics (5 ECTS-Credits, 4 h)
Prerequisites for registration: none
Learning Outcome: Students of this module understand the content of the lectures and they can reproduce and apply it. They have acquired the ability to work out similar content on their own. They can apply simple methods of statistics, especially with suitable software. Furthermore, they have acquired a basic understanding of the methods of Statistics.
Compulsory Module 11: Numerical Mathematics 1 (7.5 ECTS-Credits, 5 h)
Prerequisites for registration: none
Learning Outcome: Students of this module understand the content of the lectures and they can reproduce and apply it. They have acquired the ability to apply the basic methods of numerical mathematics on their own. They can apply basic methods of Numerical Mathematics appropriately and can implement and demonstrate them with MATLAB. Moreover, they have acquired a basic understanding of the methods of Numerical Mathematics.
702331
VO Numerical Mathematics 1 (VO / 3h / 4,5 ECTS-AP)
Alexander Ostermann, Daniela Doris Schiefeneder
Details of this course
702332
PS Numerical Mathematics 1 (PS / 2h / 3 ECTS-AP)
Lun Ji, Daniela Doris Schiefeneder
Details of this course
Fifth Semester
Compulsory Module 16: Partial Differential Equations (7.5 ECTS-Credits, 5 h)
Prerequisites for registration: none
Learning Outcome: Students of this module understand the content of the lectures and they can reproduce and apply it. They have acquired the ability to produce similar content for themselves. They can reproduce solutions to important Partial Differential Equations and can analyse them qualitatively and also implement simple solutions appropriately. Furthermore, they have achieved a fundamental understanding of the theory of Partial Differential Equations.
Compulsory Module 17: Geometry (7.5 ECTS-Credits, 5 h)
Prerequisites for registration: none
Learning Outcome: Students of this module understand the content of the lectures and they can reproduce and apply it. They can produce similar content for themselves. With the help of software they can illustrate problems of Descriptive Geometry and also apply them appropriately. Moreover, they have acquired a basic understanding of the methods of Geometry.
Compulsory Module 18: Stochastics 2 (7.5 ECTS-Credits, 5 h)
Prerequisites for registration: none
Learning Outcome: Students of this module understand the content of the lectures and they can reproduce and apply it. They can produce similar content for themselves. They can also apply appropriately advanced methods of Stochastic Analysis. Furthermore, they have gained an in-depth understanding of the methods of Stochastics.
Compulsory Module 21: Subdisciplines of Mathematics (5 ECTS-Credits, 2 h)
Prerequisites for registration: none
Learning Outcome: Students completing this module can deal methodologically correctly with a specific area of mathematics and present the results in both written and oral forms.
Compulsory Module 22: Seminar with Bachelor Thesis (7.5 ECTS-Credits, 2 h)
Prerequisites for registration: none
Learning Outcome: Students completing this module can deal methodologically correctly with an area of mathematics and present the results in both written and oral forms that are easy to understand.
702561
SE Seminar with Bachelor's Thesis (SE / 2h / 7,5 ECTS-AP)
Sébastien Nicolas Christophe Court, Tom Drescher, Lukas Einkemmer, Wolfgang Förg-Rob, Tobias Fritz, Eva Kopecká, Tim Netzer
Details of this course
COURSES
Compulsory Module 23: Auxilary Skills (10 ECTS-Credits)
Prerequisites for registration: none
Learning Outcome: Students of this module have been given insights into topic areas that are covered by the content of modules 1-22.
Teaching units amounting to 10 ECTS-Credits are to be completed. This must include at least one unit on Ethics, Scientific Theory or Scientific History. It is recommended to choose a teaching unit on Gender Aspects in Mathematics, Informatics or Physics.
For further information about courses click COURSES.
702000
EiS - Introduction course to studies of mathematics (SE / ,5h / ,5 ECTS-AP)
Lukas Einkemmer, Alexander Ostermann
Details of this course
702010
VU Bridge Course Mathematics (VU / 3h / 3 ECTS-AP)
Emma Erharter, Andreas Mair, Sven Arne Philipp Schiller, Peter Thoman, Mirte Van der Eyden
Details of this course
844909
VU Thematic Specialization: Topics of Computational Fluid Dynamics (VU / 2h / 2,5 ECTS-AP)
Heiko Gimperlein, Lukas Neumann
Details of this course