Master's Degree in Mathematics in Cluj-Napoca in Romania

View Masters Programs in Mathematics 2018/2019 in Cluj-Napoca in Romania

Mathematics

Master-level studies involve specialized study in a field of research or an area of professional practice. Earning a master’s degree demonstrates a higher level of mastery of the subject. Earning a master’s degree can take anywhere from a year to three or four years. Before you can graduate, you usually must write and defend a thesis, a long paper that is the culmination of your specialized research.

In a college mathematics major, algebra courses will focus on ring theory and algebraic geometry. The geometry most often studied is differential geometry, which focuses on the properties of curves and surfaces. Logic is another subject that is often offered within a mathematics program.

Romanian university qualifications highly appreciated and recognized in Europe and beyond, lowest tuition fees and living cost in Europe. The Romanians have an old and rich history, especially in the capital Bucharest with its 2 million people. International students willing to study in Romania can apply either to the Ministry of Education and Research or to the chosen Romanian university, in order to receive the Letter of Acceptance.

Cluj-Napoca city is the capital of Cluj County in Romania and the 2nd most populated after Bucharest. It is a metropolitan area with a population of over 300,000 residents. It has around 150 pre-university educational institutions.

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Master in Advanced Mathematics

UNIVERSITATEA BABEȘ-BOLYAI
Campus Full time 2 years October 2018 Romania Cluj-Napoca

Advanced mathematics focuses on the study and creation of mathematical and computational tools broadly applicable in science and engineering, and on their use in solving challenging problems in these and related fields. From ecological modeling to mechanics, from statistical analysis to mathematical economics, areas of investigation are diverse. [+]

Advanced mathematics focuses on the study and creation of mathematical and computational tools broadly applicable in science and engineering, and on their use in solving challenging problems in these and related fields.

From ecological modeling to mechanics, from statistical analysis to mathematical economics, areas of investigation are diverse. This master’s program offers advanced theoretical knowledge in this complex and dynamic domain.

Core compulsory courses

Qualitative theory of ordinary differential equations; Group theory and applications; Mathematical methods in fluid mechanics; Methodology of the mathematical research; Nonlinear partial differential equations; Techniques of function approximation; Rings and modules; Applied nonlinear analysis; Complex analysis in on and higher dimensions; Algebraic topology; Homological algebra.... [-]