Every student must submit a personal study plan before 30th November of their second year (or within a month after enrolment, if the student transfers to the degree course and is admitted to the second academic year or later). The study plan is created using the CAPS interface, which is accessible with the personal academic credentials (the same ones used for the Alice portal). The plan will then be evaluated by the Study Plans Committee.
If a student wants to change a study plan that has already been approved, they can submit a new one. However, new plans must be presented with due notice with respect to the graduation date.
The Bachelor’s Degree Course in Mathematics is structured in two programmes:
- Fundamental;
- Computational.
The lectures of the first year are the same for the two programmes. The programme is chosen when submitting the study plan.
ATTENTION: it is important to choose the option corresponding to your Academic Year of enrolment. For information about previous academic years or for further details, please refer to the corresponding Master’s Course Handbook at the following page.
Enrolled from the Academic Year 2021/22
| Fundamental | Computational | |
| Year 1 | Mathematical analysis 1 (15 CFU/ECTS) | |
| Arithmetic (9 CFU/ECTS) | ||
| Physics I with laboratory (9 CFU/ECTS) | ||
| Fundaments of programming with laboratory (9 CFU/ECTS) | ||
| Geometry 1 (15 CFU/ECTS) | ||
| Introductory Computational Mathematics Lab (6 CFU/ECTS) | ||
| Year 2 | Algebra 1 (6 CFU/ECTS) | |
| Mathematical analysis 2 (12 CFU/ECTS) | ||
| Numerical analysis with laboratory (9 CFU/ECTS) | ||
| Elements of probability and statistics (6 CFU/ECTS) | ||
| Geometry 2 (12 CFU/ECTS) | ||
| Scientific English (6 CFU/ECTS) | ||
| Free-choice course (6 CFU/ECTS) | Algorithms and data structure (6 CFU/ECTS) | |
| Year 3 | Rational Mechanics (6 CFU/ECTS) | |
| Physics II (9 CFU/ECTS) | Scientific Computing (6 CFU/ECTS) | |
| Physics III (6 CFU/ECTS) | Computational laboratory (6 CFU/ECTS) | |
| Experimental laboratory of computational mathematics (6 CFU/ECTS) | Programming languages with laboratory (9 CFU/ECTS) | |
| One exam from the MCMA group (6 CFU/ECTS) | Operational research (6 CFU/ECTS) | |
| One exam from the MCTF group (6 CFU/ECTS) | Free-choice course (6 CFU/ECTS) | |
| Free-choice course (6 CFU/ECTS) | ||
| Free-choice course (6 CFU/ECTS) | ||
| Final Exam (9 CFU/ECTS) | ||
Enrolled from the Academic Year 2015/16 to 2020/21
| Fundamental | Computational | |
| Year 1 | Mathematical analysis 1 (15 CFU/ECTS) | |
| Arithmetic (9 CFU/ECTS) | ||
| Physics I with laboratory (9 CFU/ECTS) | ||
| Fundaments of programming with laboratory (9 CFU/ECTS) | ||
| Geometry 1 (15 CFU/ECTS) | ||
| Laboratory of Communication through computer (3 CFU/ECTS) | ||
| Year 2 | Algebra 1 (6 CFU/ECTS) | |
| Mathematical analysis 2 (12 CFU/ECTS) | ||
| Numerical analysis with laboratory (9 CFU/ECTS) | ||
| Elements of probability and statistics (6 CFU/ECTS) | ||
| Geometry 2 (12 CFU/ECTS) | ||
| Scientific English (6 CFU/ECTS) | ||
| Didactics Laboratory of computational mathematics (3 CFU/ECTS) | ||
| Free-choice course (6 CFU/ECTS) | Algorithms and data structure (6 CFU/ECTS) | |
| Year 3 | Rational Mechanics (6 CFU/ECTS) (*) | |
| Physics II (9 CFU/ECTS) | Scientific Computing (6 CFU/ECTS) | |
| Physics III (6 CFU/ECTS) | Computational laboratory (6 CFU/ECTS) | |
| Experimental laboratory of computational mathematics (6 CFU/ECTS) | Programming languages with laboratory (9 CFU/ECTS) | |
| One exam from the MCMA group (6 CFU/ECTS) | Operational research (6 CFU/ECTS) | |
| One exam from the MCTF group (6 CFU/ECTS) | Free-choice course (6 CFU/ECTS) | |
| Free-choice course (6 CFU/ECTS) | ||
| Free-choice course (6 CFU/ECTS) | ||
| Final Exam (9 CFU/ECTS) | ||
(*) “Dynamical systems” for those enrolled up to Academic Year 2016/17 (included)
Notes
- Students must choose which exams they intend to pass when submitting their study plan. As “free-choice courses” students can select courses not already included in the study plan, or courses active at other departments of the University. In the latter case, the courses should be consistent with the educational objectives of the Bachelor’s Degree Course in Mathematics. It is also possible to include an internship at a private or public organization that has an agreement with the Department of Mathematics or the University of Pisa.
- Not all courses described in the Handbook and included in the various groups are active each year; please check the list of active courses before choosing the exams to include in the study plan.
- Before completing your study plan for the Bachelor’s Degree Course, it is advised to also check the info and the notes on the page about study plans for the Master’s Degree Course in order to get a perspective on the full educational journey.