Results in these cagtegories
Select sub-categories to narrow down results.

Master programme Industrial Mathematics

Content and focus of the degree programme:

The master's programme in Industrial Mathematics imparts the diverse applications of mathematics in business and technology. The focus is on the subjects of "Mathematical Modelling" and "Numerical Simulation" with topics such as "Partial Differential Equations", "Inverse Problems" and "Financial Mathematics". Projects in cooperation with industry and business, often as part of the master's thesis, already provide an insight into career opportunities during the course of study. Students can also complete the programme as a double-degree programme in cooperation with the Kaiserslautern University of Technology and the Eindhoven University of Technology.

Higher education institution:
Johannes Kepler Universität Linz
Group of fields of study:
Natural Sciences, Engineering Sciences
Degree programme:
Industrial Mathematics
Type:
Master programme
Academic degree:
Diplomingenieur/in, Dipl.-Ing.
Duration:
4 Semester / 120 ECTS*

Further information:

Languages of instruction:
Partly English
Costs:
Student Union fee: EUR 20,20
Tuition fee - see Detailed information
Stay abroad:
Not compulsory
Type of higher education institution:
University
Location:
Linz
Curriculum:
published in the:
MBl. 2019/20, Stk. 30 (Nr. 343)

Definition of the field of studies

The Industrial Mathematics course deals with the development and application of mathematical methods for solving industrial and technical problems.

Exams

The master's programme in Industrial Mathematics consists of compulsory and elective subjects. From the subject area of "Mathematical Modelling" students have to complete the compulsory subjects "Integral Equations and Boundary Value Problems", "Financial Mathematics", "Stochastic Processes", "Mathematical Methods of Continuum Mechanics" and "Inverse Problems". The subject area of "Numerical Simulation" includes the compulsory subjects "Numerics of Elliptical Problems" and "Numerical Methods of Continuum Mechanics 1". Moreover, students have to choose electives from the electives offered in the bachelor's programme in Technical Mathematics and study unrestricted electives. At the end of the programme students have to write a master's thesis and pass a master's examination.

Entrance examinations

no

Supplementary examinations

None