|Type||Master, partial/exchange studies|
|Nominal duration||2 semesters|
Bachelor diploma (or higher)
Defined BSc degree and Intermediate English Language proficiency certificate,
Applications are accepted from the following territories (based on citizenship): Albania, Brazil, Cambodia, Japan, Lebanon, Mexico, Mongolia, Russia, South Korea, Syria, Vietnam.
B2 level (CEFR)
At least 2 reference(s) should be provided.
- Defined BSc degree
The aim of the Applied Mathematics master program is to train professionals
who have a well-grounded mathematical and informational knowledge in a
theoretically. They are able to gain knowledge in industrial, commercial,
agricultural, logistics, communication, finance and computer science issues to be
used for analysis, modelling and finding a solution for them. Furthermore, the
best ones are able to keep going on in doctoral level training and deepen their
skills and knowledge.
- Defined BSc degree
- Transcript of studies
- Minimally CEFR B2 level language exam certificate (TOEFL/IELTS/Cambridge/ECL)
- Europass CV in English
- Motivation letter (introduction plus field of interest, etc.) in 3000 to 3500 characters.
- Copy of valid passport or national ID
- Medical certificate test with laboratory (HIV, Hepatitis B, Hepatitis C, Hepatitis A, Chest X-ray), vaccination card
Type of entrance exam:
Entrance exam location:
Entrance exam description:
Making a 100-point ranking out of the admission requirements. 50 point could be given for the basic previous academic achievement and the other 50 point could be reached for the oral entrance exam.
Ms Erika Szilágyi-Kispap
Preparatory year available:
Specialisation year available:
Minimum credit number to be collected: 18 credits/semester
At the Faculty of Sciences, the education is provided in a system of seminars,
laboratoris and lectures. Lectures are held for bigger audiences, sometimes
combined for similar sciences field together. At the end of the semester students
have to pass written or oral examinations. Seminars are usually more informal
study groups for a smaler group of students, where there is room for individual
consultation, discussion of the material and solving exercises. They usually
conclude with an independently written paper or an examination.
The grading system generally used by Hungarian higher education institutions is
•The highest grade is 5 excellent.
•Grade 4 is good.
•Grade 3 is satisfactory.
•Grade 2 is a pass.
•Grade 1 is a fail – the course must be repeated.