Mathematical Analysis
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Mathematical analysis programme offers students advanced knowledge of mathematical fields traditionally forming mathematical analysis (real function theory, complex analysis, functional analysis, ordinary and partial differential equations). It is characterized by depth of insight into individual topics and emphasis on their mutual relations and interconnections. Basic knowledge of these topics on an advanced level is provided by a set of compulsory courses. Elective courses deepen the knowledge of selected fields, especially those related to the diploma thesis topic. Seminars provide contact with contemporary mathematical research. Mathematical analysis has close relationships with other mathematical disciplines, such as probability theory, numerical analysis and mathematical modelling. Students become familiar with these relationships in some of the elective courses. The programme prepares students for doctoral studies in mathematical analysis and related subjects. Applications of mathematical theory, theorems and methods to applied problems broaden the qualification to employment in a non-research environment.
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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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Program Information
Prague
Czech Republic
110 00
Czechia
- 2 years
- Full Time
- On Campus Learning
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