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Master programme Computer Mathematics

Contents and focus of the degree programme:

The master's programme in Computer Mathematics combines basic mathematical skills with the application possibilities of computer-based computing. Symbolic arithmetic deals with the development of algorithms that do not only deal with numbers but also with more general mathematical objects by means of a computer. The course imparts the necessary basic mathematical skills at many different levels of symbolic arithmetics, such as computer algebra and logics. In addition, basic knowledge in software design is taught, which allows a modern implementation of the methods in the form of software systems.

Higher education institution:
Johannes Kepler Universität Linz
Group of fields of study:
Natural Sciences, Engineering Sciences
Degree programme:
Computer Mathematics
Type:
Master programme
Academic degree:
Master of Science, MSc
Duration:
4 Semester / 120 ECTS*

Contact & Information materials:

Further information:

Languages of instruction:
Partly English
Costs:
Student Union fee: EUR 19,70
tuition fee - ask at your institution Detailed information
Stay abroad:
Recommended
Type of higher education institution:
University
Location:
Linz
Curriculum:
published in the:
MBl. 2011/12, Stk. 25 (Nr. 199)

Definition of the field of studies

The Computer Mathematics course deals with the computer-based resolution of mathematical problems and the conversion of mathematical objects by means of algorithms into forms that can be processed by computers.

Exams

The master's programme in Computer Mathematics consists of compulsory and elective subjects. From the subject area of "Algorithmic Mathematics" students have to complete the compulsory subjects "Commutative Algebra and Algebraic Geometry", "Stochastic Simulation", and "Algorithmic Combinatorics". The subject area of "Software Technology" comprises the compulsory subjects "Practical Software Technology" and "Formal Methods in Software Development". From the area of "Mathematical Logic" students have to complete the course "Mathematical Logic 1". Moreover, students have to choose electives from the electives offered in the bachelor's programme in Technical Mathematics and also attend 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