Title of the programme: Mathematics MSc
Degree: MSc
Duration of the course: 4 semesters
Language of tuition: English
Description of the programme:
The Master of Science (MSc) in Mathematics is a comprehensive 4-semester program designed to equip students with both deep theoretical knowledge and practical skills. With a flexible study plan, students can tailor their coursework to focus on areas of personal interest, including advanced mathematical theory and applied subjects, such as mathematical modeling and data analysis. The program covers a broad range of topics, preparing students for scientific research and enhancing their problem-solving abilities. Graduates are well-prepared to continue into PhD programs or to enter the workforce, with opportunities in industry where mathematical expertise is in high demand. Whether pursuing academia or industry roles, the program provides a solid foundation for future success.
Exemption from English language exam certificate:
During the application to the programmes of the Faculty of Science and Informatics those applicants are not required to provide the English language exam certificates who are natives of one of the following countries and can officially demonstrate that their academic studies have been conducted in English.
Countries concerned:
- Antigua and Barbuda
- Anguilla
- Australia (also Christmas Island, Norfolk Island, Keeling Islands, Cocos Islands)
- Bahamas
- Barbados
- Belize
- Bermuda
- Botswana
- British Antarctic Territory (also British Antarctica, Antarctica British)
- British Indian Ocean Territory (also Chagos Archipelago, Indian Ocean Territory (British))
- British Virgin Islands
- Canada
- Cayman Islands
- Channel Islands
- Dominica
- Falkland Islands
- Ghana
- Gibraltar
- Grenada
- Guyana
- Irish Republic
- Jamaica
- Kenya
- Lesotho
- Liberia
- Libya
- Malta
- Montserrat
- Namibia
- New Zealand (also Niue, Tokelau, Cokelau, Cook Islands)
- Nigeria
- Rwanda
- Seychelles
- Sierra Leone
- Singapore
- South Africa
- St Kitts and St Nevis
- St Lucia
- St Vincent and the Grenadines
- Tanzania
- Trinidad and Tobago
- Turks and Caicos Islands
- Uganda
- UK
- USA
- Zambia
- Zimbabwe
Application procedure:
Application requirements: Mathematics BSc degree or close equivalent from an accredited university, minimum of B2-intermediate level knowledge in English language (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) plus see List of required documents below
• Application procedure: decision of acceptance is based on the documents submitted and an online interview
• At the online interview, applicants are required to be able to present the main notions, definitions and theorems of the following areas of mathematics:
Mathematical analysis: differential and integral calculus in one and several variables
Linear algebra: vector spaces, bases, linear transformations, matrices, eigenvalues
Stochastics: random variables, conditional probability, expectation, the law of large numbers, the central limit theorem
Application period for the fall semester of the academic year 2026-2027: 1 January -15 June 2026 in Dream Apply
Application fee: 79 EUR (non-refundable; free for Stipendium Hungaricum scholarship owners/applicants)
Online interview fee: 100 EUR (only applicable if entrance examination is required; free for Stipendium Hungaricum scholarship owners/applicants)
Tuition fee: EUR per semester (free for Stipendium Hungaricum scholarship owners/applicants)
List of required documents:
The application is in the SZTE Dream Apply: https://apply.u-szeged.hu/
1. Completed application form in the SZTE Dream Apply
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). (General Medical Certificate)
8. An evidence of payment of 79 EUR non-refundable application fee
For further information please contact:
Dr. László Imre Szabó
associate professor
lszabo@math.u-szeged.hu
Tuition fee refund policy:
Those who are admitted to the Faculty must arrive within maximum 30 days after the official beginning of the study period and complete their enrolment to the university.
The beginning of the study period can be found in the Academic Calendar uploaded to the Faculty website. If they fail to arrive until this deadline, they cannot enrol and cannot start their studies in that particular academic year.
In this case, applicants are entitled for the 50% refund of their tuition fees after submitting a request for the refund until 15 October (in case of fall semester) or until 15 March (in case of spring semester). To this request, the applicants must attach official documentation that proves the reason why they cannot start their studies at the Faculty is visa denial. The proof may be an official letter concerning the rejection.
Other reasons of no-show are not accepted. No refund is possible if requests are submitted after the deadlines above or the appropriate official document is missing.
In case the tuition fee is not refunded, the applicants can start their studies in the semester when the programme is next launched. The entrance exam result is valid for one year after that the applicants have to take a new entrance exam for the admission.
By submitting the application to the Faculty, the above mentioned rules are automatically accepted by the applicant, and are no subject to further negotiations.
