Study location	Hungary, Szeged
Type	Masters' degree / Graduate, full-time
Nominal duration	4 semesters
Study language	English
Awards	MSc (Applied Mathematics MSc)
Course code	MSZKALM_N_EN
Accreditation	MAB Accreditation MS89

Tuition fee	€2,700 per semester The schedule of tuition fee payment is determined on the basis of consulate/visa regulations. In case of applicants coming from visa restricted countries, payment of the full tuition fee (1st and 2nd semester) is required. Details will be indicated in the letter of admission. 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.
Application fee	€35 per programme The 35 EUR Application Fee (non-refundable) is payable by programmes: as many programmes is indicated on the application form as many times 35 EUR should be paid.
Examination fee	€100 one-time The entrance exam fee is a non-refundable fee.

Entry qualification

Undergraduate / Bachelor's Degree (or higher) Who should apply? The programme is open to qualified students who hold a Bachelor’s degree (or equivalent degree) from an accredited university in Mathematics. The entry qualification documents are accepted in the following languages: English. Often you can get a suitable transcript from your school. If this is not the case, you will need official translations along with verified copies of the original. Academic Records in English or certified translation. You must take the original entry qualification documents along with you when you finally go to the university.

Language requirements

English Accepted proof of language requirements: TELC/ECL B2, TOEFL IBT 72, RPDT 72, Cambridge FCB, IELTS 5.5, LanguageCert B2 level. Applicants are not required to provide the English language exam certificates who are natives of certain countries and can officially demonstrate that their academic studies have been conducted in English. The list of countries is available on our website u-szeged.hu/download.php?docID=129800

Other requirements

A motivation letter must be added to your application. Please write down different motivation letters for each programme you are interested in. -copy of passport, -2 recommendation letters from recognised academic persons, recent medical certificate of satisfactory general health status, -CV, -motivation letter, -individual Skype interview (online entrance exam), -payment of 35 EUR non-refundable application fee and 100 EUR entrance exam fee. List of topics for the Skype 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

More information	u-szeged.hu/..nces/applied-mathematics-msc

Overview

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.
The programme is open to qualified students who hold a Mathematics BSc degree or close equivalent from an accredited university.

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), plus see List of required documents below

• Application procedure: decision of acceptance is based on the documents submitted and a Skype interview

• At the Skype 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.

Scholarship: There are numerous scholarships available to cover the tuition fee (e.g. Stipendium Hungaricum, for details see the website of Tempus Public Foundation.

Start of the programme: September of each year
Tuition fee: 2700 EUR per semester
Other fees: 35 EUR application fee and 100 EUR Skype interview fee

For more information visit this website or contact Dr. László Imre Szabó via lszabo@math.u-szeged.hu or call +36-62-544-09.

Programme structure

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 necessary 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 supervision of a faculty member, and at the end of the programme they must successfully pass an oral Final Examination held before a committee.

Career opportunities

Graduates of the Applied Mathematics Master’s programme are much sought after in the labour market, and they have an opportunity to pursue a scientific career by entering a doctoral programme in Mathematics.