Discrete Models and Algorithms
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The study branch Discrete Models and Algorithms provides education in the area of discrete (meaning non-continuous) mathematical structures used in Computer Science. It deals also with combinatorial (and other) algorithms and with modeling phenomena and processes by means of such structures and algorithms. In the specialization Optimization it puts emphasis on solid grasp of various kinds of optimization. The study branch enables to its graduates to be in contact with current scientific results and ideally it prepares them for independent research activity.The graduate knows in depth discrete mathematics and discrete structures used in computer science and can model, using algorithms, various phenomena and processes. According to chosen specialization the graduate has advanced knowledge in one or more of the areas: combinatorics and graph theory, random techniques and methods in discrete mathematics and algorithms, algebraic and topological methods, and finally optimization of various kinds. The graduate can use this knowledge in research when solving difficult theoretical and practical questions in the area of applied mathematics and computer science, in technical and economical practice, and in interdisciplinary research. The graduate can work in research and development in either academia or industry in any position requiring logical reasoning, analytical capabilities, an algorithmic approach, and the exploitation of modern methods of computer science.
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Admissions Requirements
Applicants need a bachelor’s degree in related field.Applicants from non-anglophone countries should provide proof of English proficiency.Application deadline for non EU students is February 28 and May 31.
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Prague
Czech Republic
110 00
Czechia
- 2 years
- Full Time
- On Campus Learning
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