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Program description:

This four-semester MSc degree programme offered by the Bolyai Institute of the University of Szeged provides a modern introduction into various areas of Applied Mathematics. The programme is open to students who hold a Bachelor’s degree in Mathematics (or a close equivalent) from an accredited university.
In the first semester all students are required to complete introductory courses that lay the common mathematical foundations. Starting from the second semester students must choose one of the following three specializations: Applied Analysis, Industrial Mathematics, and Financial Mathematics. Applied Analysis is aimed at applications of analysis in problems that arise in natural sciences and industry. Industrial Mathematics is intended to provide the necesseary tools for solving practical mathematical problems of engineering. Industrial Mathematics is more oriented towards industrial applications, while Applied Analysis yields a deeper theoretical background. The Financial Mathematics Specialization is designed to give the necessary mathematical knowledge to work in the areas of insurance, investments, and banking. In the last two semesters of the programme, students are required to write a Master’s thesis under the supervison of a faculty member, and at the end of the programme they must successfully pass an oral Final Examination held before a committee.
Entry requirements:
Licence BSC
Entrance exam:
Type of entrance exam:
Entrance exam location:
Entrance exam description:
“List of required documents:
1. Completed application form
2. Curriculum Vitae in English
3. Letter of interest in English
4. The requested level of English proficiency is B2 (intermediate) according to the Common European Framework Reference (CEFR); the certificate must be an international language exam (TELC B2, ECL B2, TOEFL iBT test score of 72, or RPDT score 72; Cambridge First Certificate “B”; IELTS score of 5.5 at least, LanguageCert B2 level)
5. School certificates:
(a) Copy of Mathematics BSc degree or close equivalent from an accredited university
(b) Official full transcripts of your higher education studies ( notarized English translation)
6. Copy of the passport (relevant page(s) where passport number, name, photo and date of expiry are visible)
7. Recent medical certificate of satisfactory general health status (not older than 1 month).

The total of the admission score is 100 points at maximum.• Oral interview (Skype/phone) (maximum 70 points)
• Bachelor’s degree grade point average (maximum 20 points)
• Extra points (total maximum of 10 points)
Equal opportunity extra points (total maximum of 8 points)
Disability (8 points)
Child care (8 points)
Underprivileged groups (4 points)
1st language certificate /(C1) oral+written: 2 points
2nd language certificate / (C1) oral+written: 5 points
2nd language certificate / (B2) oral+written: 3 points
Teaching experience, e.g. teaching assistantship: 10 points
National or international student competition award: 10 points
Mathematics publications: 10 points
Dr. Szabó László Imre
assistant professor

Preparatory year available:
Specialisation year available:
Minimum number of scholarship holders:
Maximum number of scholarship holders:

Programme structure

Not available for applying at the moment
Not available for applying at the moment