Educational Offer - Degree Courses

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Academic year 2011/2012
Bachelor's Degree (BSc) on MATHEMATICS

Coordinator Prof. Barbara Brandolini
Class of Bachelor's Degree (BSc) on Mathematics (L-35)
3 years

Number of seats in local planning: 85
Course Code
2102

Course info
The degree course aims at providing graduates with solid groundings in the various sectors of mathematics, with respect not only to the technical aspects of the discipline, but also to the cultural ones, and with familiarity with the scientific. The educational programme, while based on a large part common to all students , allows them to choose curricula providing good preparation for further study in 2nd cycle degrees in Mathematics or in other disciplines and courses preparatory to the entrance into the labour market. The curriculum is characterized by balanced education in fundamental mathematics along with a good grounding in Physics and Computer Science. The course duration is three years and each year is divided into semesters. The first and second year provide the basic knowledge of Algebra, Geometry, Mathematical Analysis, Mathematical Physics, Foundations of Mathematics , Physics and Informatics as well. The third year is devoted to the completion of knowledge in the various fields of mathematics through a wide range of class-specific, related and integrative educational credits, aiming at providing competencies both in theoretical and in strategic areas for the applications of mathematics, such as computer science, physics, biology, chemistry, economics and engineering. The course is completed by an introduction to Probability Theory and Numerical Analysis. Elective activities and final examination take place during the third year.
The course in Mathematics, through basic scientific-technical training, aims at providing students a wealth of basic information. The course should therefore be seen as a first stage in a program of study that can be a prelude to a 2nd cycle degree, and then to a possible PhD, or a training course for teaching. On the other hand, students who simply wish to acquire a degree in Mathematics, with properly chosen optional activities, can then spend the acquired skills in many professional fields, especially technical, accounting, administrative and managerial skills.
The final examination consists of the preparation of a monographic short paper about a topic agreed with a professor, and discussed in front of an examining board.

course outline
Teachings first year
credits Term Val. Area Scientific sector
01249 - MATHEMATICAL ANALYSIS 1 MANISCALCO (CU) 12.0 1 V
SEQUENCES, LIMITS, CONTINUITY MANISCALCO (CU) 6.0 A MAT/05
DIFFERENTIAL AND INTEGRAL CALCULUS MANISCALCO (CU) 6.0 A MAT/05
03678 - GEOMETRY 1 - INTEGRATED COURSE CIRLINCIONE (PQ) 12.0 1 V
AFFINE AND EUCLIDEAN GEOMETRY CIRLINCIONE (PQ) 6.0 A MAT/03
LINEAR ALGEBRA CIRLINCIONE (PQ) 6.0 A MAT/03
04677 - ENGLISH LANGUAGE 3.0 1 G E
13751 - ALGEBRA 1 MISSO (RU) 9.0 1 V A MAT/02
16161 - PROGRAMMING WITH LABORATORY EPIFANIO (RU) 6.0 1 V A INF/01
13867 - PHYSICS 1 AGLIOLO GALLITTO (PA) 9.0 2 V A FIS/01
15568 - PRINCIPLES OF MATHEMATICAL LOGIC GAMBINO (RU) 6.0 2 V B MAT/01
Teachings second year
credits Term Val. Area Scientific sector
01166 - ALGEBRA 2 GIAMBRUNO (PQ) 6.0 1 V B MAT/02
01250 - MATHEMATICAL ANALYSIS 2 RAO (CU) 12.0 1 V
COMPLEX ANALYSIS AND DIFFERENTIAL EQUATIONS RAO (CU) 6.0 B MAT/05
SETS OF FUNCTIONS AND DIFFERENTIAL CALCULUS TULONE (RU) 6.0 B MAT/05
01254 - NUMERICAL ANALYSIS VETRO (PA) 6.0 1 V B MAT/08
11081 - DYNAMIC SYSTEMS WITH LABORATORY LOMBARDO (PO) 12.0 1 V
MAPS, EQUILIBRIUMS, STABILITY GAMBINO (PA) 6.0 A MAT/07
BIFURCATIONS AND SINGULAR PERTURBATIONS LOMBARDO (PO) 6.0 B MAT/07
15567 - GEOMETRY 2 BARTOLONE (CU) 9.0 1 V B MAT/03
04909 - SUBSIDIARY MATHEMATICS BRIGAGLIA (PQ) 9.0 2 V B MAT/04
Free subjects 12.0 D
Teachings third year
credits Term Val. Area Scientific sector
01167 - ALGEBRA 3 CONTESSA (PA) 6.0 1 V B MAT/02
01246 - MATHEMATICAL ANALYSIS 3 VETRO (PO) 6.0 1 V B MAT/05
01736 - PROBABILITY THEORY TANASI (PO) 6.0 1 V C MAT/06
13351 - ADVANCED SKILLS RELATED TO THE LABOUR MARKET 6.0 1 G F
03680 - GEOMETRY 3 KANEV (PO) 6.0 2 V B MAT/03
05917 - FINAL EXAMINATION 6.0 2 G E
13866 - PHYSICS 2 GUCCIONE (RU) 9.0 2 V C FIS/03
16162 - THEORETICAL MECHANICS SCIACCA (PO) 6.0 2 V B MAT/07
Optional subjects 6.0 C
Elective activities
Optional subjects credits Term Val. Area Scientific sector
03946 - THEORETICAL COMPUTER SCIENCE TERMINI (CU) 6.0 2 V C INF/01
04910 - ELEMENTARY MATHEMATICS FROM AN ADVANCED STANDPOINT CERRONI (PO) 6.0 2 V C MAT/04
10371 - DISCRETE MATHEMATICS METERE (PA) 6.0 2 V C MAT/02
14232 - THEORY OF ALGORITHMS GIANCARLO (PO) 6.0 2 V C INF/01
Explaination
Term Term/Semester
Val. Valutation: V = mark in 30/30, G = note
(*) Teaching attended in english
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