Educational goals
“Main Aims: ? To provide graduates with theoretical knowledge about mathematical disciplines – probability theory and mathematical statistics; discrete mathematics and combinatorics; dependability management and risk analysis; numerical analysis – which allows them to continue their studies in similar postgraduate programs, or to work in academia, and in other scientific and research institutions. ? To equip them with a knowledge of mathematical and statistical methods distinctive of the field of dependability and risk assessment, including a through familiarity with appropriate analytical software, with a special emphasis on their use in an industrial context, on the level of middle and top management.”
Profile of the graduate
Graduates of the program acquire knowedge of an appropriate range and depth concerning the principles of logical and critical thinking and they understand the connections between the four main subject areas of the curriculum, as defined by its foundation subjects: probability theory and mathematical statistics, discrete mathematics and combinatorics, dependability management and risk analysis, and numerical analysis.
Information
- Study programme
- Applied Mathematics (N0541A170010)
- Faculty of
- FP
- Type of study
- Postgraduate Master
- Form of study
- Full-time
- Length of study
- 2
- Awarded degree
- Mgr.
- Language
- Czech
- Education area
- Mathematics and Statistics
Courses of Applied Mathematics programme
1. semester
- Databases and data mining (compulsory optional)
- Discrete Mathematics (compulsory)
- Information Security Risk Management (compulsory optional)
- Introduction to the dependability and ri (compulsory)
- Programming in C/C++ (compulsory optional)
- Selected Parts of Numerical Mathematics (compulsory)
- Stochastic processes (compulsory)
2. semester
- Applied dependability techniques (compulsory optional)
- Combinatorial Methods (compulsory)
- Dependability software tools (compulsory optional)
- Mathematical Foundations of Reliability (compulsory)
- Mathematical Statistics (compulsory)
- Methods and tools for maintenance (compulsory)
- Numerical Methods of Linear Algebra (compulsory)
- Statistical Software (compulsory optional)
3. semester
- Diploma seminar I (compulsory)
- Encryption, Codes and Aplications (compulsory optional)
- k-out-of-n Systems (compulsory)
- Optimization Methods (compulsory)
- Partialy Ordered Sets, Lattices (compulsory optional)
- Statistical Methods in Reliability (compulsory)
4. semester
- Computational software (compulsory optional)
- Data Mining (compulsory optional)
- Diploma seminar II (compulsory)
Courses without specified study plan
- Applications of Mathematics in Economics (optional)
- Bicycle touring course (optional)
- Board Games (optional)
- Canoe course (optional)
- Condition swimming (optional)
- Course of mountain hiking (optional)
- Crisis intervention (optional)
- Cryptography and Information Security (optional)
- Czech Republic Geographical Aspects (optional)
- Development Language (optional)
- Documentary in Education (optional)
- Drama in TEFL (optional)
- Elements of Board Games (optional)
- Environmental Studies & Global Problems (optional)
- Ergotherapy and compensation aids (optional)
- Erziehung und Bildung im Ghetto Theres. (optional)
- Esthetics (optional)
- Finite Element Method (compulsory optional)
- Fitness program (optional)
- Floorball (optional)
- Functions of Complex Variable (optional)
- Graphical User Interface (optional)
- Historical Heritage of our Region (optional)
- History of Culture (optional)
- History of Czech people and Liberec (optional)
- History of Chemistry (optional)
- History of Christianity (optional)
- Human nutrition (optional)
- Challenges of Civilisation of 21th Centu (optional)
- Chemical informatics (optional)
- Informatics In Musical Composition (optional)
- Information and Crisis Management (optional)
- Introdacion of Historical Poietic (optional)
- Introduction in contemporary hermeneutic (optional)
- Introduction to Corpus Linguistics (optional)
- Introduction to Ecology (optional)
- Introduction to psychology for Erasmus (optional)
- Introduction to Set Theory (optional)
- Journalism (optional)
- Kurz instruktorů lyžování (optional)
- Language games developing (optional)
- Less known sport games (optional)
- Management of Working Groups (optional)
- Mathematics in English (optional)
- Methodology of information searching (optional)
- Methodology of Teaching Chess 1 (optional)
- Methodology of Teaching Chess 2 (optional)
- Modern movement forms (optional)
- Multimedia in schools projects (optional)
- Mythology, philosophy, science (optional)
- National Minorities (optional)
- New Trends in Social Work (optional)
- Noetics (optional)
- People and chemistry (optional)
- Personal growth (optional)
- Personal growth for Erasmus (optional)
- Phil.Press.of the Probl. “Man and Natur” (optional)
- Philosophy of Humanities (optional)
- Poetics of Modern Times (optional)
- Practical German for historians I. (optional)
- Practical German for historians II. (optional)
- Psychology of communication for Erasmus (optional)
- Rhetoric (optional)
- Selected chapters from contemporary hist (optional)
- Selected chapters from didactics (optional)
- Selected chapters from general modern (optional)
- Selected chapters from general modern hi (optional)
- Selected chapters from modern Czech hist (optional)
- Selected chapters from the history (optional)
- Selected chapters from the history of th (optional)
- Selected Issues of Sociology (optional)
- Seminar for mathematics and didactics (optional)
- Ski mountaineering course (optional)
- Snowboarding course (optional)
- Sociology of Education (optional)
- Sport gymnastics 2 (optional)
- Sport gymnastics I (optional)
- Sport massage (optional)
- Talented pupils (optional)
- The historical excursion 1 (optional)
- The historical excursion 2 (optional)
- The historical excursion 3 (optional)
- Theory of Interpretation (optional)
- Theory of Subjectivity (optional)
- Therapy of the soul as philosophical voc (optional)
- Water sports course (optional)
More details
Contact: Koucký Miroslav, doc. RNDr. CSc., miroslav.koucky@tul.cz