Bachelor's Degree in MATHEMATICS

Degree course in italian
MATEMATICA
Degree course
MATHEMATICS
Title
Bachelor's Degree
MIUR Class
Classe delle lauree in Scienze matematiche - L-35 (DM270)
Length
3 years
Credits
180
Department
MATHEMATICS AND PHYSICS
Website
https://www.matfis.unisalento.it/immatricolazioni-e-iscrizioni/matematica-l35
Language
ITALIAN
Location
Lecce
Academic year
2022/2023
Type of access/Available places
Free access course
Career opportunities
2.1.1.3.1 - Matematici

Course description

The access to the programme is open. Test of the initial preparation in Algebra, Analysis and Geometry, with reference to high school programs, is mandatory.

Admission to the course requires a high school diploma or other equivalent and approved qualification obtained abroad. Students must possess adequate knowledge of basic mathematics. There are compulsory checks of possession of these requirements..

Univeersità del Salento, Polo Extraurbano, Ex Collegio Fiorini, via Prov. Lecce-Arnesano, Lecce

A graduate in Mathematics will be able to collaborate, using technical and operational skills, in activities which need to use and project mathematical models.

President of the Course: Professor Giovanni Calvaruso giovanni.calvaruso@unisalento.it Secretary: Sig.ra Anna Chiara Presicce annachiara.presicceòunisalento.it

The main purpose of the Course is to form graduates with a wide spectrum of knowledge and skills in Mathematics and its applications. This formation also allows students to increase their skills in other scientific areas which use Mathematics. The first two years provide a solid preparation in traditional areas like Algebra, Analysis and Geometry, and a basic preparation in IT and Physics. The third year completes this preparation and stimulate the individual interests of the students through the choice of courses

When a student achieves at leas 150 credits, he/she ask the President for a Professor who will follow him/her in the preparation of the degree thesis, a written paper organised into sections agreed by the student and supervisor, on a topic related to one or more courses he/she attended. In evaluating the final exam of each student, the Committee will take into account his/her career and his/her work during the thesis preparation.

The following Erasmus+ Agreements are active: Sylesian University of Opava - Czech Republic (Prof. Vitolo) Masaryk University of Brno - Czech Republic (Prof. Vitolo) Universitè de Mons - Belgium (Prof.ssa Mangino) Universidad de Salamanca - Spain (Prof. Vitolo) Universiat Tubingen - Germany (Prof. Pallara) Universitat Ulm - Germania (Prof. Pallara)

Course modules

PERCORSO COMUNE

ALGEBRA I (MAT/02)

9 credits - Compulsory

MATHEMATICAL ANALYSIS 1 (MAT/05)

9 credits - Compulsory

MATHEMATICAL ANALYSIS 2 (MAT/05)

9 credits - Compulsory

PHYSICS I (FIS/01)

9 credits - Compulsory

GEOMETRY I (MAT/03)

9 credits - Compulsory

GEOMETRY II (MAT/03)

9 credits - Compulsory

ENGLISH LANGUAGE (NN)

3 credits - Compulsory

PROGRAMMING (INF/01)

6 credits - Compulsory

ALGEBRA II (MAT/02)

9 credits - Compulsory

MATHEMATICAL ANALYSIS III (MAT/05)

9 credits - Compulsory

MATHEMATICAL ANALYSIS IV (MAT/05)

9 credits - Compulsory

NUMERICAL CALCULUS (MAT/08)

6 credits - Compulsory

GEOMETRY III (MAT/03)

9 credits - Compulsory

GEOMETRY IV (MAT/03)

9 credits - Compulsory

PROBABILITY (MAT/06)

6 credits - Compulsory

OTHER ACTIVITIES TRAINING (1) (NN)

3 credits - Optional

OTHER ACTIVITIES TRAINING (2) (NN)

3 credits - Optional

OTHER ACTIVITIES TRAINING (3) (NN)

3 credits - Optional

OTHER ACTIVITIES TRAINING (4) (NN)

3 credits - Optional

COMPLEMENTS OF ALGEBRA (MAT/02)

6 credits - Optional

COMPLEMENTS OF GEOMETRY (MAT/03)

6 credits - Optional

PHYSICS II

12 credits - Compulsory

MATHEMATICAL PHYSICS (MAT/07)

9 credits - Compulsory

FINAL EXAM (PROFIN_S)

6 credits - Compulsory

OPERATIONS RESEARCH (MAT/09)

6 credits - Optional

MATHEMATICAL STATISTICS (MAT/06)

6 credits - Optional