Faculty of Science
LM 40 - MATHEMATICS
LM 40 - MATEMATICA
Educational Objectives – Professional Opportunities for Graduates
The coursework aims to equip students with
- a solid grounding in Mathematics;
- a good command of Mathematics-related methods;
- in-depth knowledge of scientific methods;
- advanced scientific and operational knowledge of the Mathematics-related disciplines;
- specialist knowledge in various branches of Mathematics, with regard to other sciences and applicative fields;
- computational skills;
- computer skills;
- analytical and problem solving skills;
- communication skills to disseminate and popularise mathematical issues and methods;
- written and spoken fluency in at least one other European Union language besides Italian, with regard to the subject-related vocabulary;
- decision making and relational skills;
- ability to work in a completely independent way, and fill key roles in groups and projects.
Graduates of this course will also be able to carry out scientific and applicative research tasks, with regard to the construction and computational development of mathematical models.
They are capable of cooperating with experts of other sectors, contributing, with their scientific and methodological competences, to the mathematical formulation and solution of applicative problems. Their contribution is particularly appreciated in ambits requiring familiarity with the scientific research method and good understanding of mathematical tools such as, for instance, the analysis of complex systems They may find a job in the environmental, sanitary, industrial and financial fields, in the service industry, in the public administration as well as in the areas of Mathematics and Science Communication.
Graduates of this course might apply to Doctoral Programmes, and carry out research activity, both in Pure and Applied Mathematics.
Educational Programme
1st Year | Credits |
Mathematical Physics – Integrated Course: - Fundamental of Mathematical Physics - Superior Mechanics |
6 6 |
Superior Analysis – Integrated Course: - Real Analysis - Non-Commutative Analysis |
6 6 |
Elements of Algebra – Integrated Course: - Theory of Algebras - Group Representations |
6 6 |
Physics – Laboratory | 6 |
Elective Courses | 12 |
Group of Optional Educational Activities | 6 |
2nd YEAR | Credits |
Superior Geometry – Integrated Course: - Topological Groups and Lie Groups - Algebraic Geometry |
6 6 |
History of Mathematics | 6 |
Group of Optional Educational Activities | 6 |
Additional Activities | 3 |
Final Examination | 27 |
Group of Optional Educational Activities | Credits |
Non-Commutative Algebra | 6 |
Functional Analysis | 6 |
Algebraic Topology | 6 |
Differential Geometry | 6 |
Mathematical Methods and Models for Applications | 6 |
Commutative Algebra | 6 |
Information Theory | 6 |