First cycle
degree courses
Second cycle
degree courses
Single cycle
degree courses
School of Science
MATHEMATICS
Information concerning the students who enrolled in A.Y. 2017/18
If it is not your enrollment A.Y. go back to the home page

Degree course details
Degree course type Second cycle degree D.M. 270/2004
Sc1172
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Degree course code SC1172
Activated in 2008/09
Year of degree course structure 2011/12
Class (Ministerial field of study code) LM-40 - Mathematics
Degree issued
Branch Padova
Language Italian
Degree course tracks "ALGANT" [001PD]
"GENERALE" [010PD]
Related degree courses --
Other degree courses within the same class    --

Degree programme regulations Regulations Rector's decree and regulations, issued on 29/09/2014 with RD n. 2724/2014
Annex 1 General description of educational activities
Annex 2 Study progression and proposed educational activities (course units, contact hours, credits, relevant subject areas, teaching-learning methodology, etc.)

Brief description of the degree course
Characteristics and objectives
This course provides a broad range of specializations in the area of mathematics, either in general mathematics or in the branches of applied mathematics, and relies the scientific and professional contacts established by the teachers. Different paths of studies are possible, however formation tends to emphasize the methodological issues in any field, in order to avoid the obsolescence of the skills acquired. The Master's curriculum requires that any student acquires in-depth knowledge of current methodologies related to one or more specific areas of mathematics and that he shows the competence achieved through an extensive work of preparation of a final essay. This final work represents almost a third of the overall commitment.

Occupational opportunities
The professional opportunities for the graduates in mathematics, physics and sciences are wide. In particular, the opportunities for mathematicians range from research, dissemination and application of mathematics to the collaboration in teams with experts of different fields, contributing with their specific expertise and methodology to the mathematical formalization and resolutions of problems in economics or industrial applications.
Their contribution is particularly sought in areas that require a scientific methods of investigation and good understanding of mathematical tools such as, for example, modelling and analysis of complex systems. Thanks to their training, Mathematicians are able to deal with problems in a logical, analytical and creative way as well as they are able to adapt their knowledge toward new situations and to apply new ideas.

Admission
Admission type Open access with admission requirements
number of non-EU students resident abroad 4
        of which Chinese ("Marco Polo" Programme) 2
Minimum number of pre-enrollments on which the activation of the Course of Study depends   --
Enrollment as a part time student yes
Fees Fees for A.Y. 2017/18
Admission notice    Admission notice for A.Y. 2017/18

Admission tests and pre-selections
Updated on 23/08/2017, at 07:30
Test Submission of applications Number of
applicants
of which applied as 1st choice
"Laurea Magistrale in Matematica" dal 30/05/2017 al 28/09/2017 20 20

Course calendar
Show course schedule 2016/17 Reg.2011 course timetable
Show examination schedule 2016/17 Reg.2011 examination schedule
Show final examination schedule 2016/17 Reg.2011 final examination schedule

Links
Website of the academic structure http://matematica.scienze.unipd.it/2017/laurea_magistrale
Ministerial websites Universitaly
Academic reference structures School of Science
Department of Mathematics
Chair of the Degree Course Teachers' Council ANDREA LUCCHINI

Course units available for each Academic Year of the degree course
Please note:
Here you can find the list of the course units provided for in your study plan, in order of year.
Click on "A.Y. 2017/18 details" to see the details concerning the course unit taught in A.Y. 2017/18.
Warning: there could be changes in the next Academic Years.
Is this link not available? It means that the course unit doesn't exist in A.Y. 2017/18: it will be taught for the first time in the next Academic Years.
Degree course track Course unit code Course unit name Credits Year Period Lang. Teacher in charge
010PD SCP6076557 ADVANCED ANALYSIS
A.Y. 2017/18 details
8 1st Year First
semester
ENG GIOVANNI COLOMBO
001PD SC02119737 ALGEBRAIC GEOMETRY 1
A.Y. 2017/18 details
8 1st Year Second
semester
ENG
010PD SC02119737 ALGEBRAIC GEOMETRY 1
A.Y. 2017/18 details
8 1st Year Second
semester
ENG
001PD SC02120637 ALGEBRAIC GEOMETRY 2
A.Y. 2017/18 details
6 1st Year Second
semester
ENG CARLA NOVELLI
010PD SC02120637 ALGEBRAIC GEOMETRY 2
A.Y. 2017/18 details
6 1st Year Second
semester
ENG CARLA NOVELLI
010PD SCP3050978 CALCULUS OF VARIATIONS
A.Y. 2017/18 details
8 1st Year Second
semester
ITA ROBERTO MONTI
001PD SCP3050935 COMMUTATIVE ALGEBRA
A.Y. 2017/18 details
8 1st Year First
semester
ENG REMKE NANNE KLOOSTERMAN
010PD SCP3050935 COMMUTATIVE ALGEBRA
A.Y. 2017/18 details
8 1st Year First
semester
ENG REMKE NANNE KLOOSTERMAN
010PD SC02119739 COMPLEMENTARY MATHEMATICS
A.Y. 2017/18 details
6 1st Year Second
semester
ITA FRANCESCO CIRAULO
001PD SC04111836 CRYPTOGRAPHY
A.Y. 2017/18 details
6 1st Year First
semester
ENG ALESSANDRO LANGUASCO
010PD SC04111836 CRYPTOGRAPHY
A.Y. 2017/18 details
6 1st Year First
semester
ENG ALESSANDRO LANGUASCO
010PD SC01111294 DIFFERENTIAL EQUATIONS
A.Y. 2017/18 details
6 1st Year Second
semester
ITA MARTINO BARDI
010PD SCP3050939 DIFFERENTIAL GEOMETRY
A.Y. 2017/18 details
8 1st Year First
semester
ITA FRANCESCO BOTTACIN
010PD SCP3051008 DYNAMIC SISTEMS
A.Y. 2017/18 details
7 1st Year Second
semester
ITA FRANCESCO FASSO'
010PD SC01119740 ELEMENTARY MATHEMATICS FROM A SUPERIOR POINT OF VIEW
A.Y. 2017/18 details
6 1st Year First
semester
ITA GIOVANNI SAMBIN
010PD SC02119885 EXPERIMENTS FOR THE TEACHING OF PHYSICS
A.Y. 2017/18 details
6 1st Year First
semester
ITA SANDRA MORETTO
001PD SCN1037792 FUNCTIONS OF SEVERAL COMPLEX VARIABLES
A.Y. 2017/18 details
6 1st Year First
semester
ENG LUCA BARACCO
010PD SCN1037792 FUNCTIONS OF SEVERAL COMPLEX VARIABLES
A.Y. 2017/18 details
6 1st Year First
semester
ENG LUCA BARACCO
010PD SCP3050963 FUNCTIONS THEORY
A.Y. 2017/18 details
8 1st Year First
semester
ENG MASSIMO LANZA DE CRISTOFORIS
010PD SCL1000251 HAMILTONIAN MECHANICS
A.Y. 2017/18 details
6 1st Year Second
semester
ENG ANTONIO PONNO
010PD SCL1001879 HARMONIC ANALYSIS
A.Y. 2017/18 details
6 1st Year Second
semester
ENG
001PD SC02111817 HOMOLOGY AND COHOMOLOGY
A.Y. 2017/18 details
6 1st Year Second
semester
ENG BRUNO CHIARELLOTTO
010PD SC02111817 HOMOLOGY AND COHOMOLOGY
A.Y. 2017/18 details
6 1st Year Second
semester
ENG BRUNO CHIARELLOTTO
001PD SC03111814 INTRODUCTION TO GROUP THEORY
A.Y. 2017/18 details
8 1st Year First
semester
ENG ANDREA LUCCHINI
010PD SC03111814 INTRODUCTION TO GROUP THEORY
A.Y. 2017/18 details
8 1st Year First
semester
ENG ANDREA LUCCHINI
010PD SCP3050960 INTRODUCTION TO PARTIAL DIFFERENTIAL EQUATIONS
A.Y. 2017/18 details
8 1st Year First
semester
ENG FABIO ANCONA
001PD SC03111812 INTRODUCTION TO RING THEORY
A.Y. 2017/18 details
8 1st Year First
semester
ENG ALBERTO FACCHINI
010PD SC03111812 INTRODUCTION TO RING THEORY
A.Y. 2017/18 details
8 1st Year First
semester
ENG ALBERTO FACCHINI
010PD SCO2046352 INTRODUCTION TO STOCHASTIC PROCESSES
A.Y. 2017/18 details
8 1st Year First
semester
ITA MARCO FERRANTE
010PD SC03119738 MATHEMATICAL LOGIC 2
A.Y. 2017/18 details
6 1st Year First
semester
ITA GIOVANNI SAMBIN
010PD SCP3051032 MODERN PHYSICS
A.Y. 2017/18 details
8 1st Year Second
semester
ITA ORNELLA PANTANO
001PD SCP4063857 NUMBER THEORY 1
A.Y. 2017/18 details
8 1st Year First
semester
ENG FRANCESCO BALDASSARRI
010PD SCP4063857 NUMBER THEORY 1
A.Y. 2017/18 details
8 1st Year First
semester
ENG FRANCESCO BALDASSARRI
001PD SC01120636 NUMBER THEORY 2
A.Y. 2017/18 details
6 1st Year Second
semester
ENG ADRIAN IOVITA
010PD SC01120636 NUMBER THEORY 2
A.Y. 2017/18 details
6 1st Year Second
semester
ENG ADRIAN IOVITA
010PD SCP3051019 NUMERICAL METHODS FOR DIFFERENTIAL EQUATIONS
A.Y. 2017/18 details
7 1st Year Second
semester
ITA MARIO PUTTI
010PD SCL1001877 NUMERICAL METHODS IN DATA ANALYSIS
A.Y. 2017/18 details
7 1st Year First
semester
ITA FABIO MARCUZZI
010PD SC05107364 OPERATIONS RESEARCH
A.Y. 2017/18 details
8 1st Year First
semester
ITA FRANCESCO RINALDI
010PD SC03106405 OPTIMIZATION
A.Y. 2017/18 details
6 1st Year Second
semester
ITA MICHELANGELO CONFORTI
001PD SC01120635 REPRESENTATION THEORY OF GROUPS
A.Y. 2017/18 details
6 1st Year Second
semester
ENG GIOVANNA CARNOVALE
010PD SC01120635 REPRESENTATION THEORY OF GROUPS
A.Y. 2017/18 details
6 1st Year Second
semester
ENG GIOVANNA CARNOVALE
001PD SCL1001443 RINGS AND MODULES
A.Y. 2017/18 details
6 1st Year Second
semester
ENG SILVANA BAZZONI
010PD SCL1001443 RINGS AND MODULES
A.Y. 2017/18 details
6 1st Year Second
semester
ENG SILVANA BAZZONI
010PD SC03111823 STOCASTIC METHODS FOR FINANCE
A.Y. 2017/18 details
7 1st Year Second
semester
ENG MARTINO GRASSELLI
010PD SC02119636 STOCHASTIC ANALYSIS
A.Y. 2017/18 details
7 1st Year First
semester
ITA ALESSANDRA BIANCHI
001PD SC02119743 SYMPLECTIC MECHANICS
A.Y. 2017/18 details
6 1st Year First
semester
ENG FRANCO CARDIN
010PD SC02119743 SYMPLECTIC MECHANICS
A.Y. 2017/18 details
6 1st Year First
semester
ENG FRANCO CARDIN
010PD SCN1037767 THEORY OF APPROXIMATION AND APPLICATIONS
A.Y. 2017/18 details
7 1st Year First
semester
ENG STEFANO DE MARCHI
001PD SC03111819 TOPOLOGY 2
A.Y. 2017/18 details
6 1st Year First
semester
ENG ANDREA D'AGNOLO
010PD SC03111819 TOPOLOGY 2
A.Y. 2017/18 details
6 1st Year First
semester
ENG ANDREA D'AGNOLO

Other activities
Degree course track Course unit code Course unit name Credits Year Period Lang. Teacher in charge
COMMON SCL1000889 SEMINAR ACTIVITIES
A.Y. 2017/18 details
4 2nd Year Annual ITA

Final examination
Degree course track Course unit code Course unit name Credits Year Period Lang. Teacher in charge
010PD SC41106948 FINAL EXAM
A.Y. 2017/18 details
36   Annual ITA