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Mathematics×

Central European University, Full Time MSc Degrees in Mathematics

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These innovative and interdisciplinary programs provide students with comprehensive knowledge in the field of mathematics, both pure and applied, focusing on three fundamental areas. Read more
These innovative and interdisciplinary programs provide students with comprehensive knowledge in the field of mathematics, both pure and applied, focusing on three fundamental areas: algebra, analysis, and probability. The programs benefit from the opportunities offered by the rich local academic environment, including the Alfred Renyi Institute of the Hungarian Academy of Sciences (HAS), the Budapest University of Technology and Economics (BME) and Eotvos Lorand University (ELTE). The one-year program is suitable for students who have completed four years of undergraduate university study, while the two-year program is designed for applicants with a three-year bachelor’s degree.

Department of Mathematics and Its Applications

In close collaboration with the Alfred Renyi Institute of Mathematics of the Hungarian Academy of Sciences, the department enables students to expand their knowledge in mathematics and its applications through intensive course work, excellent research opportunities,
and expert supervision with outstanding scholars and institutions. Programs are taught in cooperation with professors from Hungarian
institutes as well as visiting professors from around the world.

Career Paths

Graduates pursue successful careers at universities, research institutes, corporations, banks, and governmental and EU institutions.

Scholarships

CEU is committed to attracting talented students and scholars from around the world and provides generous merit-based scholarships available to students from any country. In 2015-2016, 85% of CEU students received financial aid, ranging from tuition awards to full scholarships with stipends and housing. Learn more about available funding options at: http://www.ceu.edu/financialaid

For more information, see the contact page: http://bit.ly/2iEuKZv

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