Degree course in Mathematics
- Course Name
- MATHEMATICS
- Course Code
- L066
- Class (Ministerial code)
- L-35
- Website
- Field(s) of study
- ISCED Area 05 – Natural sciences, mathematics and statistics
- Qualification award
- Bachelor Degree
- Level of qualification according to the NQF and the EQF
- EHEA First cycle; EQF Level 6
- Length of programme / number of credits
- 3 years / 180 ECTS
- Language of Teaching
- italian
- Mode of study
- Blended
- Didactic centre
- Perugia - Dipartimento di Matematica e Informatica – Via Vanvitelli
- Programme director
- President Prof. Patrizia Pucci
- Access to the course
- open access with assessment of personal competencies
- Available places
- Specific admission requirements
- Certificate of completion of an Italian high school or equivalent foreign qualification.
- Evaluation of specific subject knowledge on entry
- Verification of the knowledge required for the attendance of the course of study through a compulsory evaluation test of indicative and non-selective nature; an online course is offered in order to help the students to pass the test; if the test is not passed, the student will be given additional educational obligations and will be granted with individual attendance in the tutorial hours as well as different tutoring activities. Verification of the possession of the curricular requirements with the methods indicated in the academic regulation of the course of study. Foreign students are required to take a test to verify their proficiency of the Italian language, except Erasmus Incoming students, Exchange Students and students in mobility as per the Cooperation Agreement.
- Profile of the programme
- The programme, structured into a single curriculum, provides basic knowledge of the Mathematics, Physics, Statistics and Computer Science area, with fair computational skills. The final checks usually take place through exams with written and oral tests, and possible ongoing checks. At the end of the training course, enriched by various forms of tutoring, students acquire learning skills that allow them to continue their studies with a good degree of autonomy and can also interact in English. According to the ISTAT classification of professions, the graduate in Mathematics has the skills to carry out the professions referred to in point 2.1.1.3.1 Mathematicians.
- Programme learning outcomes
- Having acquired the basic knowledge ensured by the compulsory teaching programs of the first two years, the graduates of the Degree course develop skills: - logical-deductive and of precision, - to understand advanced mathematics texts, - computational and computer science, also including knowledge of programming languages or specific software; - to apply Mathematics to Physics; - self-updating and decision-making autonomy, both in the public and private sectors.
- Qualification requirements and regulations
- For the admission to the final test all the credits required by the study plan for training activities, other than the final test, must be acquired. The final exam consists of an original thesis written on a topic agreed with a teacher, evaluated by a Commission with public oral discussion. The writing of the thesis (also in English) can take place within an internship at companies, public or private bodies, or during periods of study at other universities.
- Examination regulations and grading scale
- The final tests may consist of one or more of the forms, indicated by the teachers responsible for the training activity: oral exam, written assignment, written or oral report on the activity carried out, test with open or closed questions, practical test on the computer.
- Obligatory or optional mobility windows
- The periods of study abroad, selected by individual students according to their needs and financed through selection tenders, last in general 3-10 months, up to a maximum of 12 months. The recognition of the credits acquired abroad is established before the stay.
- Work-based learning
- In the programme, no internship activities are foreseen. The internship and stage activities are deferred to the Master Degree in Mathematics, as the majority of the three-year undergraduate students (88% datum given by Universitaly and updated in April 2020) continue their studies by enrolling in a master degree.
- Occupational profiles of graduates
- One year after the Bachelor degree, 12% of graduates do not enroll in the Master degree. In this case, the employment, in 12 months since the graduation, is 71%. Graduates mainly get jobs in information technology, commerce and social and personal services.
Unit | Language | Anno | Period | CFU |
---|---|---|---|---|
ALGEBRA I In all curricula | Italian | 1 | I | 6 |
ALGEBRA II In all curricula | Italian | 1 | II | 9 |
ENGLISH In all curricula | 1 | I | 3 | |
GEOMETRY I In all curricula | Italian | 1 | I | 9 |
GEOMETRY II In all curricula | Italian | 1 | II | 9 |
INFORMATICS I In all curricula | Italian | 1 | II | 6 |
MATHEMATICAL ANALYSIS I In all curricula | Italian | 1 | I | 9 |
PHYSICS I In all curricula | Italian | 1 | II | 9 |
FURTHER LINGUISTIC KNOWLEDGE In all curricula | 2 | II | 3 | |
GEOMETRY III In all curricula | Italian | 2 | I | 9 |
INFORMATICS II In all curricula | Italian | 2 | II | 9 |
MATHEMATICAL ANALYSIS II In all curricula | Italian | 2 | I | 9 |
MATHEMATICAL ANALYSIS III In all curricula | Italian | 2 | II | 9 |
PHYSICS II In all curricula | Italian | 2 | II | 9 |
PROBABILITY AND STATISTICS I In all curricula | 2 | I | 12 | |
FINAL EXAMINATION In all curricula | Italian | 3 | II | 6 |
GEOMETRY IV In all curricula | Italian | 3 | I | 9 |
MATHEMATICAL ANALYSIS IV In all curricula | Italian | 3 | I | 9 |
MATHEMATICAL PHYSICS I In all curricula | Italian | 3 | II | 6 |
NUMERICAL ANALYSIS In all curricula | Italian | 3 | II | 9 |
RATIONAL MECHANICS I In all curricula | Italian | 3 | I | 9 |
Free-choice training activities
Unit | Period | CFU |
---|---|---|
Group CREDITI A SCELTA DELLO STUDENTE CFU (University training credits) required: Min12 - Max15 |