Mathematics (Classe L-35)-Enrolled from 2018/2019 A.y.
The main objectives of the Degree Program in Mathematics are to furnish a solid foundation in the mathematical sciences, to introduce the modern formulation of the discipline, to encourage an active contact with various aspects of the field (including theoretical rigor and attention to applications), and to provide the preparation necessary to comprehend future developments in the field.
The Degree in Mathematics enables employment in both the public and private sectors for positions which require capacity for abstract reasoning, formulation and/or modelling of concrete problems and their solution though the use of tools coming from the mathematical sciences.
Recipients of the Degree in Mathematics find careers in: banks, insurance companies, polling and survey institutes, consulting and accrediting firms, software development companies, medical, biomedical and pharmacological institutes and companies, in the green economy, and in research and development divisions of large corporations, and specific industries such as transportation, telecommunication, and aerospace.
A significant portion of degree recipients in Mathematics continue their studies by enrolling in a Masters Degree Program.
Employment statistics (Almalaurea)
Recipients of the Degree in Mathematics find careers in: banks, insurance companies, polling and survey institutes, consulting and accrediting firms, software development companies, medical, biomedical and pharmacological institutes and companies, in the green economy, and in research and development divisions of large corporations, and specific industries such as transportation, telecommunication, and aerospace.
A significant portion of degree recipients in Mathematics continue their studies by enrolling in a Masters Degree Program.
Employment statistics (Almalaurea)
Il Corso di laurea in Matematica è ad accesso libero con test di verifica delle conoscenze obbligatorio, ma non selettivo, prima dell'immatricolazione.
La verifica viene svolta attraverso il TOLC (Test Online CISIA) che lo studente deve sostenere presso l'Università degli Studi di Milano o una qualsiasi altra Università aderente al CISIA (Consorzio Interuniversitario Sistemi Integrati per l'Accesso). Le iscrizioni al TOLC vanno effettuate sul sito del CISIA (www.cisiaonline.it).
I TOLC validi per l'iscrizione al Corso di laurea in Matematica sono il TOLC-S e il TOLC-I.
Gli studenti potranno immatricolarsi solo dopo avere sostenuto uno dei TOLC indicati, QUALUNQUE SIA L'ESITO:
· TOLC-S, suddiviso in 4 sezioni: Matematica di base (20 quesiti - 50 minuti), Ragionamento e Problemi (10 quesiti - 20 minuti), Comprensione del testo (10 quesiti - 20 minuti), Scienze di base (quesiti di chimica, fisica e geologia; 10 quesiti - 20 minuti)
· TOLC-I, suddiviso in 4 sezioni: Matematica (20 quesiti - 50 minuti), Logica (10 quesiti - 20 minuti), Scienze (10 quesiti - 20 minuti), Comprensione Verbale (10 quesiti - 20 minuti).
Ogni domanda presenta 5 possibili risposte, di cui una sola è corretta.
Punteggio: +1 per ogni risposta esatta, -0,25 per ogni risposta sbagliata, 0 per ogni risposta non data.
Alle matricole che nel modulo di Matematica non avranno raggiunto un punteggio maggiore o uguale a 10, saranno assegnati Obblighi Formativi Aggiuntivi (OFA).
In ogni TOLC è presente una sezione aggiuntiva di Inglese, composta da 30 quesiti da svolgere in 15 minuti, il cui esito non concorre al punteggio del test.
Attività di supporto e prove di recupero.
Gli OFA possono essere recuperati superando, entro il mese di Dicembre 2019, la parte A (Syllabus) dell'esame di Elementi di Matematica di Base. Gli studenti che non recuperano gli OFA con questa modalità non potranno sostenere alcun esame del secondo anno prima di aver superato uno dei seguenti esami: Algebra 1 o Analisi matematica 1 o Geometria 1.
Argomenti della prova, procedure di iscrizione, date, scadenze ed ogni altra informazione utile vengono pubblicate sul sito della Facoltà http://www.scienzemfn.unimi.it, sezione TEST INGRESSO, e nel bando per l'ammissione (http://www.unimi.it/corsi_istituti/corsiConTest.jsp) ed al link http://www.unimi.it/studenti/matricole/118907.htm.
La verifica viene svolta attraverso il TOLC (Test Online CISIA) che lo studente deve sostenere presso l'Università degli Studi di Milano o una qualsiasi altra Università aderente al CISIA (Consorzio Interuniversitario Sistemi Integrati per l'Accesso). Le iscrizioni al TOLC vanno effettuate sul sito del CISIA (www.cisiaonline.it).
I TOLC validi per l'iscrizione al Corso di laurea in Matematica sono il TOLC-S e il TOLC-I.
Gli studenti potranno immatricolarsi solo dopo avere sostenuto uno dei TOLC indicati, QUALUNQUE SIA L'ESITO:
· TOLC-S, suddiviso in 4 sezioni: Matematica di base (20 quesiti - 50 minuti), Ragionamento e Problemi (10 quesiti - 20 minuti), Comprensione del testo (10 quesiti - 20 minuti), Scienze di base (quesiti di chimica, fisica e geologia; 10 quesiti - 20 minuti)
· TOLC-I, suddiviso in 4 sezioni: Matematica (20 quesiti - 50 minuti), Logica (10 quesiti - 20 minuti), Scienze (10 quesiti - 20 minuti), Comprensione Verbale (10 quesiti - 20 minuti).
Ogni domanda presenta 5 possibili risposte, di cui una sola è corretta.
Punteggio: +1 per ogni risposta esatta, -0,25 per ogni risposta sbagliata, 0 per ogni risposta non data.
Alle matricole che nel modulo di Matematica non avranno raggiunto un punteggio maggiore o uguale a 10, saranno assegnati Obblighi Formativi Aggiuntivi (OFA).
In ogni TOLC è presente una sezione aggiuntiva di Inglese, composta da 30 quesiti da svolgere in 15 minuti, il cui esito non concorre al punteggio del test.
Attività di supporto e prove di recupero.
Gli OFA possono essere recuperati superando, entro il mese di Dicembre 2019, la parte A (Syllabus) dell'esame di Elementi di Matematica di Base. Gli studenti che non recuperano gli OFA con questa modalità non potranno sostenere alcun esame del secondo anno prima di aver superato uno dei seguenti esami: Algebra 1 o Analisi matematica 1 o Geometria 1.
Argomenti della prova, procedure di iscrizione, date, scadenze ed ogni altra informazione utile vengono pubblicate sul sito della Facoltà http://www.scienzemfn.unimi.it, sezione TEST INGRESSO, e nel bando per l'ammissione (http://www.unimi.it/corsi_istituti/corsiConTest.jsp) ed al link http://www.unimi.it/studenti/matricole/118907.htm.
The Bachelor of Science in Mathematics has long been committed to characterize its educational activities in an international framework under the Erasmus program. We activated several agreements with other universities in Europe. In particular, we have exchange agreements within the disciplines of both curricula: with Austria, Britain, Spain, Portugal, France, Germany, Holland, Denmark, Polonia, Slovenia, Sweden, Norway and Finland.
See the website http://users.unimi.it/erasmusmat/ for collected information on locations and how to recognize the activities carried out abroad.
See the website http://users.unimi.it/erasmusmat/ for collected information on locations and how to recognize the activities carried out abroad.
Courses list
First semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Compulsory | ||||
| Algebra 1 | 9 | 89 | Italian | MAT/02 |
| Elements of Basic Mathematics | 3 | 27 | Italian | MAT/01 MAT/02 MAT/03 MAT/04 MAT/05 MAT/06 MAT/07 MAT/08 MAT/09 |
| Geometry 1 | 6 | 60 | Italian | MAT/03 |
| Mathematical Analysis 1 | 9 | 89 | Italian | MAT/05 |
Second semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Compulsory | ||||
| General Physics 1 | 9 | 89 | Italian | FIS/01 FIS/02 FIS/03 FIS/04 FIS/05 FIS/06 FIS/07 FIS/08 |
| Geometry 2 | 9 | 89 | Italian | MAT/03 |
| Mathematical Analysis 2 | 6 | 60 | Italian | MAT/05 |
| Programming 1 | 6 | 63 | Italian | INF/01 |
First semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Compulsory | ||||
| Algebra 2 | 6 | 60 | Italian | MAT/02 |
| Geometry 3 | 6 | 58 | Italian | MAT/03 |
| Mathematical Analysis 3 | 9 | 89 | Italian | MAT/05 |
| Numerical Analysis 1 | 9 | 93 | Italian | MAT/08 |
| Optional | ||||
| Mathematical Methods and Models for the Applications | 6 | 60 | Italian | MAT/07 |
Second semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Compulsory | ||||
| Geometry 4 | 9 | 89 | Italian | MAT/03 |
| Mathematical Analysis 4 | 6 | 58 | Italian | MAT/05 |
| Mathematical Physics 1 | 6 | 58 | Italian | MAT/07 |
| Probability and Mathematical Statistics 1 | 9 | 90 | Italian | MAT/06 |
| Optional | ||||
| Topics in Scientific Computing | 6 | 60 | Italian | MAT/08 |
Optional activities and study plan rules
1 - The student must obtain 9 credits with a course of choice among the following:
| Courses or activities | Max ECTS | Total hours | Language | Lesson period | SSD |
|---|---|---|---|---|---|
| Algebra 3 | 9 | 89 | Italian | First semester | MAT/02 |
| Mathematical Physics 3 | 9 | 89 | Italian | Second semester | MAT/07 |
be activated by the A.Y. 2020/2021
First semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Compulsory | ||||
| General Physics 2 | 9 | 89 | Italian | FIS/01 FIS/02 FIS/03 FIS/04 FIS/05 FIS/06 FIS/07 FIS/08 |
| Mathematical Physics 2 | 6 | 58 | Italian | MAT/07 |
Second semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Optional | ||||
| General Physics 3 | 9 | 89 | Italian | FIS/01 FIS/02 FIS/03 FIS/04 FIS/05 FIS/06 FIS/07 FIS/08 |
| Mathematical Physics 3 | 9 | 89 | Italian | MAT/07 |
Open sessions
There are no specific sessions for these activities (e.g. open online courses).
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Optional | ||||
| Elements of Applied Mathematics 1 | 3 | 27 | Italian | MAT/01 MAT/02 MAT/03 MAT/04 MAT/05 MAT/06 MAT/07 MAT/08 MAT/09 |
Conclusive activities
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Compulsory | ||||
| Final Exam | 3 | 0 | Italian | |
Optional activities and study plan rules
3 - In the second and third year of the course the student must acquire 18 credits free of choice.
The following table shows the teachings specifically activated by CDM. The student can also freely choose among all the teachings activated by the university, and in particular among those activated by the CDM in mathematics for a curriculum different from that followed by the student (it is noted that the course of Geometry 4 (first part) is Available only for students of the application curriculum) and among those of the magistral in mathematics.
With regard to the courses of analysis it is advisable to follow real analysis and/or complex analysis.
The choice is subject to the approval of the CDM.
It is noted that the teaching of mathematical methods and models for applications is incompatible with the activity of mathematical methods and models for applications (which is one of the activities of choice for obtaining F-type credits) and, similarly, The teaching of scientific calculation is incompatible with the activity of scientific calculation.
The following table shows the teachings specifically activated by CDM. The student can also freely choose among all the teachings activated by the university, and in particular among those activated by the CDM in mathematics for a curriculum different from that followed by the student (it is noted that the course of Geometry 4 (first part) is Available only for students of the application curriculum) and among those of the magistral in mathematics.
With regard to the courses of analysis it is advisable to follow real analysis and/or complex analysis.
The choice is subject to the approval of the CDM.
It is noted that the teaching of mathematical methods and models for applications is incompatible with the activity of mathematical methods and models for applications (which is one of the activities of choice for obtaining F-type credits) and, similarly, The teaching of scientific calculation is incompatible with the activity of scientific calculation.
| Courses or activities | Max ECTS | Total hours | Language | Lesson period | SSD |
|---|---|---|---|---|---|
| Algebra 4 | 6 | 58 | Italian | Second semester | MAT/02 |
| Geometry 5 | 9 | 77 | Italian | First semester | MAT/03 |
| Introduction to Image Processing | 6 | 62 | Italian | Second semester | MAT/03 MAT/08 |
| Mathematical Methods and Models for Applications | 6 | 60 | Italian | First semester | MAT/07 |
| Numerical Linear Algebra | 6 | 60 | English | Second semester | MAT/08 |
| Programming 2 | 6 | 60 | Italian | First semester | INF/01 |
| Scientific Computing | 6 | 60 | Italian | Second semester | MAT/08 |
First semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Optional | ||||
| Algebra 3 | 9 | 89 | Italian | MAT/02 |
| Geometry 5 | 9 | 77 | Italian | MAT/03 |
| Mathematical Methods and Models for Applications | 6 | 60 | Italian | MAT/07 |
| Programming 2 | 6 | 60 | Italian | INF/01 |
Second semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Optional | ||||
| Algebra 4 | 6 | 58 | Italian | MAT/02 |
| Algorithms | 9 | 89 | Italian | INF/01 |
| Introduction to Image Processing | 6 | 62 | Italian | MAT/03 MAT/08 |
| Numerical Linear Algebra | 6 | 60 | English | MAT/08 |
| Scientific Computing | 6 | 60 | Italian | MAT/08 |
Open sessions
There are no specific sessions for these activities (e.g. open online courses).
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Compulsory | ||||
| English Assessment B1 (3 ECTS) | 3 | 0 | Italian | L-LIN/12 |
| Optional | ||||
| Educational Training | 3 | 0 | Italian | |
| Essay Written Under the Direction of a Staff Member | 3 | 0 | Italian | |
| Internship At the Centre Matematita | 3 | 0 | Italian | |
| Internship in Industry | 3 | 0 | Italian | |
Optional activities and study plan rules
2 - The student must obtain 9 credits by choosing a course from the following:
| Courses or activities | Max ECTS | Total hours | Language | Lesson period | SSD |
|---|---|---|---|---|---|
| Algorithms | 9 | 89 | Italian | Second semester | INF/01 |
| General Physics 3 | 9 | 89 | Italian | Second semester | FIS/01 FIS/02 FIS/03 FIS/04 FIS/05 FIS/06 FIS/07 FIS/08 |
4 - The student must obtain 6 credits with one or more of the following F-type activities:
| Courses or activities | Max ECTS | Total hours | Language | Lesson period | SSD |
|---|---|---|---|---|---|
| Educational Training | 3 | 0 | Italian | Open sessions | |
| Essay Written Under the Direction of a Staff Member | 3 | 0 | Italian | Open sessions | |
| Internship At the Centre Matematita | 3 | 0 | Italian | Open sessions | |
| Mathematical Methods and Models for the Applications | 6 | 60 | Italian | First semester | MAT/07 |
| Topics in Scientific Computing | 6 | 60 | Italian | Second semester | MAT/08 |
Per gli immatricolati a partire dall'anno accademico 2019/2020, l'esame del corso di Elementi di Matematica di Base è propedeutico a tutti i corsi del secondo e del terzo anno della laurea triennale, per qualsiasi curriculum. Inoltre, per sostenere altri esami è opportuno che gli studenti rispettino le propedeuticità consigliate dai docenti.
First semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Compulsory | ||||
| Algebra 1 | 9 | 89 | Italian | MAT/02 |
| Elements of Basic Mathematics | 3 | 27 | Italian | MAT/01 MAT/02 MAT/03 MAT/04 MAT/05 MAT/06 MAT/07 MAT/08 MAT/09 |
| Geometry 1 | 6 | 60 | Italian | MAT/03 |
| Mathematical Analysis 1 | 9 | 89 | Italian | MAT/05 |
Second semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Compulsory | ||||
| General Physics 1 | 9 | 89 | Italian | FIS/01 FIS/02 FIS/03 FIS/04 FIS/05 FIS/06 FIS/07 FIS/08 |
| Geometry 2 | 9 | 89 | Italian | MAT/03 |
| Mathematical Analysis 2 | 6 | 60 | Italian | MAT/05 |
| Programming 1 | 6 | 63 | Italian | INF/01 |
First semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Compulsory | ||||
| Algebra 2 | 6 | 60 | Italian | MAT/02 |
| Geometry 3 | 6 | 58 | Italian | MAT/03 |
| Mathematical Analysis 3 | 9 | 89 | Italian | MAT/05 |
| Numerical Analysis 1 | 9 | 93 | Italian | MAT/08 |
Second semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Compulsory | ||||
| Mathematical Analysis 4 | 6 | 58 | Italian | MAT/05 |
| Mathematical Physics 1 | 6 | 58 | Italian | MAT/07 |
| Numerical Analysis 2 | 9 | 93 | Italian | MAT/08 |
| Probability and Mathematical Statistics 1 | 9 | 90 | Italian | MAT/06 |
| Optional | ||||
| Introduction to Image Processing | 6 | 62 | Italian | MAT/03 MAT/08 |
be activated by the A.Y. 2020/2021
First semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Compulsory | ||||
| General Physics 2 | 9 | 89 | Italian | FIS/01 FIS/02 FIS/03 FIS/04 FIS/05 FIS/06 FIS/07 FIS/08 |
| Mathematical Physics 2 | 6 | 58 | Italian | MAT/07 |
| Probability and Mathematical Statistics 2 | 9 | 90 | Italian | MAT/06 |
Second semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Optional | ||||
| General Physics 3 | 9 | 89 | Italian | FIS/01 FIS/02 FIS/03 FIS/04 FIS/05 FIS/06 FIS/07 FIS/08 |
Open sessions
There are no specific sessions for these activities (e.g. open online courses).
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Compulsory | ||||
| Elements of Applied Mathematics 1 | 3 | 27 | Italian | MAT/01 MAT/02 MAT/03 MAT/04 MAT/05 MAT/06 MAT/07 MAT/08 MAT/09 |
Conclusive activities
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Compulsory | ||||
| Final Exam | 3 | 0 | Italian | |
Optional activities and study plan rules
3 - In the second and third year of the course the student must acquire 18 credits free of choice.
The following table shows the teachings specifically activated by CDM. The student can also freely choose among all the teachings activated by the university, and in particular among those activated by the CDM in mathematics for a curriculum different from that followed by the student (it is noted that the course of Geometry 4 (first part) is Available only for students of the application curriculum) and among those of the magistral in mathematics.
With regard to the courses of analysis it is advisable to follow real analysis and/or complex analysis.
The choice is subject to the approval of the CDM.
It is noted that the teaching of mathematical methods and models for applications is incompatible with the activity of mathematical methods and models for applications (which is one of the activities of choice for obtaining F-type credits) and, similarly, The teaching of scientific calculation is incompatible with the activity of scientific calculation.
The following table shows the teachings specifically activated by CDM. The student can also freely choose among all the teachings activated by the university, and in particular among those activated by the CDM in mathematics for a curriculum different from that followed by the student (it is noted that the course of Geometry 4 (first part) is Available only for students of the application curriculum) and among those of the magistral in mathematics.
With regard to the courses of analysis it is advisable to follow real analysis and/or complex analysis.
The choice is subject to the approval of the CDM.
It is noted that the teaching of mathematical methods and models for applications is incompatible with the activity of mathematical methods and models for applications (which is one of the activities of choice for obtaining F-type credits) and, similarly, The teaching of scientific calculation is incompatible with the activity of scientific calculation.
| Courses or activities | Max ECTS | Total hours | Language | Lesson period | SSD |
|---|---|---|---|---|---|
| Algebra 4 | 6 | 58 | Italian | Second semester | MAT/02 |
| Geometry 5 | 9 | 77 | Italian | First semester | MAT/03 |
| Introduction to Image Processing | 6 | 62 | Italian | Second semester | MAT/03 MAT/08 |
| Mathematical Methods and Models for Applications | 6 | 60 | Italian | First semester | MAT/07 |
| Numerical Linear Algebra | 6 | 60 | English | Second semester | MAT/08 |
| Programming 2 | 6 | 60 | Italian | First semester | INF/01 |
| Scientific Computing | 6 | 60 | Italian | Second semester | MAT/08 |
First semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Optional | ||||
| Geometry 5 | 9 | 77 | Italian | MAT/03 |
| Mathematical Methods and Models for Applications | 6 | 60 | Italian | MAT/07 |
| Programming 2 | 6 | 60 | Italian | INF/01 |
Second semester
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Optional | ||||
| Algebra 4 | 6 | 58 | Italian | MAT/02 |
| Algorithms | 9 | 89 | Italian | INF/01 |
| Geometry 4 | 9 | 89 | Italian | MAT/03 |
| Numerical Linear Algebra | 6 | 60 | English | MAT/08 |
| Scientific Computing | 6 | 60 | Italian | MAT/08 |
Open sessions
There are no specific sessions for these activities (e.g. open online courses).
| Courses or activities | Max ECTS | Total hours | Language | SSD |
|---|---|---|---|---|
| Compulsory | ||||
| English Assessment B1 (3 ECTS) | 3 | 0 | Italian | L-LIN/12 |
| Optional | ||||
| Educational Training | 3 | 0 | Italian | |
| Essay Written Under the Direction of a Staff Member | 3 | 0 | Italian | |
| Internship At the Centre Matematita | 3 | 0 | Italian | |
| Internship in Industry | 3 | 0 | Italian | |
Optional activities and study plan rules
2 - The student must obtain 9 credits by choosing a course from the following:
| Courses or activities | Max ECTS | Total hours | Language | Lesson period | SSD |
|---|---|---|---|---|---|
| Algorithms | 9 | 89 | Italian | Second semester | INF/01 |
| General Physics 3 | 9 | 89 | Italian | Second semester | FIS/01 FIS/02 FIS/03 FIS/04 FIS/05 FIS/06 FIS/07 FIS/08 |
5 - The student must obtain 3 credits with one or more of the following F-type activities.
| Courses or activities | Max ECTS | Total hours | Language | Lesson period | SSD |
|---|---|---|---|---|---|
| Educational Training | 3 | 0 | Italian | Open sessions | |
| Essay Written Under the Direction of a Staff Member | 3 | 0 | Italian | Open sessions | |
| Internship At the Centre Matematita | 3 | 0 | Italian | Open sessions | |
| Internship in Industry | 3 | 0 | Italian | Open sessions |
Per gli immatricolati a partire dall'anno accademico 2019/2020, l'esame del corso di Elementi di Matematica di Base è propedeutico a tutti i corsi del secondo e del terzo anno della laurea triennale, per qualsiasi curriculum. Inoltre, per sostenere altri esami è opportuno che gli studenti rispettino le propedeuticità consigliate dai docenti.
Course location
Milano
Laboratories locations
Il corso di laurea si avvale principalmente dei laboratori presenti presso il Dipartimento di Matematica, via Saldini 50.
Si veda http://www.matematica.unimi.it/ecm/home/organizzazione/laboratori
Si veda http://www.matematica.unimi.it/ecm/home/organizzazione/laboratori
Presidente del Collegio Didattico
Prof. Lovadina Carlo
Tutors professors
Bianchi Mariagrazia
Bressan Nicoletta
Pacifici Emanuele
Zanco Clemente
Reference structures
Contacts
- Secretary of the course of study
via Cesare Saldini 50
[email protected]
+390250316107
09.30-11.30 - Registrations
via Cesare Saldini 50
http://www.unimi.it/studenti/matricole/77598.htm
A.Y. 2025/2026
A.Y. 2024/2025
A.Y. 2023/2024
A.Y. 2022/2023
A.Y. 2021/2022
A.Y. 2020/2021
A.Y. 2019/2020
A.Y. 2018/2019
Official documents