Study location	Italy, Milano
Academic field	Mathematics (JACS G100)
Type	Bachelor, full-time
Nominal duration	3 years (180 ECTS)
Study language	Italian
Course code	E3501Q

Tuition fee	The balance fee amount is based on the chosen course and the student’s country of income. See the fees and funding page for details.
Deposit	€156 one-time

Entry qualification

High school / secondary education (or higher) test TOLC-S The entry qualification documents are accepted in the following languages: English / Italian. 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. You must take the original entry qualification documents along with you when you finally go to the university.

Language requirements	Italian NON EU VISA SEEKER : B2 certified MARCO POLO Students: B1 certified List of accepted certifications: www.unimib.it/sites/default/files/2023-11/Certificazioni_FRA-SPA-TED-ITA_ott2023_UNIMIB_def_0.pdf

More information	unimib.it/triennale/matematica  elearning.unimib.it/..e/view.php?id=272045

Overview

The Bachelor’s Degree in Mathematics belongs to the Mathematics Degree Class is three years long and involves the acquisition of 180 university credits (CFU) for the achievement of the degree.

Open-mindedness and flexibility are the characteristics most appreciated in the world of work and enable mathematicians to use their skills in the most diverse professions.

The official language of the course is Italian. At the end of the studies, the degree in Mathematics is awarded.

The Degree Program aims to provide a solid cultural and methodological preparation in the Mathematics disciplines (analysis, algebra, geometry, probability calculation, mathematical physics, numerical analysis) that will allow graduates to carry out work in the field of the dissemination of scientific culture, as well as mathematical and computational modeling support to industry, finance and services, and in public administration.

Programme structure

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