The course program is organized into two curricula that students can opt from.
Each curriculum comprises a number of compulsory units complemented by options to be selected from the tables below.
Curriculum A is more oriented towards information engineering applications while Curriculum B is more towards industrial and civil engineering applications.
Some courses of the first semester of the first year are provided partially in a mixed mode (MOOC on Federica Web Learning platform – https://www.federica.eu/).
At the beginning of the semester, the students will attend an online meeting where instruction about the structure of courses and how to attend them will be provided.
Educational Rules for a.y. 2021/2022 is available here.
Educational Rules for a.y. 2023/2024 is available here.
Educational Rules for a.y. 2025/2026 is available here.
Study plan a.y. 2025/2026 is available here.
Course Name | Semester | Credits | Teaching Staff | Subject Area |
---|---|---|---|---|
First Year | ||||
Real and Functional Analysis | 1 | 3 CFU MOOC 6 CFU presence | Anna Mercaldo and Nunzia Gavitone | Mathematics |
Mathematical Physics Models | 1 | 9 | Maria Rosaria Mattei | Mathematics |
Numerical Methods | 2 | 9 | Constantinos Siettos | Mathematics |
Thermodynamics and Transport Phenomena | 2 | 9 | Francesco Greco / Raffaele Pastore | Engineering |
Nonlinear Systems | 2 | 9 | Davide Fiore | Engineering |
Option from Group I | 6 | Mathematics | ||
Option from Group III | 12 | |||
Second Year | ||||
Computational Fluid Dynamics | 1 | 9 | Gennaro Coppola | Engineering |
Electrodynamics of continuous media | 2 | 9 | Claudio Serpico | Engineering |
Option from Group II | 6 | Engineering | ||
Training activities in the student’s autonomous choice | 12 | |||
Further knowledge | 3 | |||
Final exam | 18 |
GROUP | Course Designation | Semester | CFU | Training Activity | Professor | Training Scope |
---|---|---|---|---|---|---|
I | Mathematical Methods for Engineering | 1 | 3 CFU presence 3 CFU MOOC | B | Lina Mallozzi | Mathematics |
Calculus of Variations | 6 | B | Daniele Castorina / Stefano Almi | Mathematics | ||
Discrete Mathematics | 6 | B | Mathematics | |||
Operational Research | 1 | 6 | B | Daniele Ferone | Mathematics | |
Differential Geometry | 2 | 3 CFU presence 3CFU MOOC | B | Francesco D’Andrea | Mathematics | |
Algorithms and Parallel Computing | 2 | 6 | B | Valeria Mele | Engineering | |
Deep Learning | 6 | B | Francesco Piccialli | Mathematics | ||
II | Optoelctronics | 2 | 6 | B | Giovanni Breglio | Engineering |
Electromagnetic Fields | 2 | 6 | B | Daniele Riccio | Engineering | |
Information Theory | 2 | 6 | B | Antonia Tulino | Engineering | |
Systems Identification and Control | 1 | 6 | B | Davide Fiore | Engineering | |
Waves | 6 | B | Engineering | |||
III | Statistical Methods for Industrial Process Monitoring (module 1 of Statistical Methods and Signal Theory 12 cfu) | 1 | 6 | C | Christian Capezza | |
Signal Theory (module 2 of Statistical Methods and Signal Theory 12 cfu) | 2 | 6 | C | Mario Tanda | ||
Statistical Methods for Industrial Process Monitoring (module 1 of Statistical Methods and Economic Theory 12 cfu) | 1 | 6 | C | Christian Capezza | ||
Economic Theory (module 2 of Statistical Methods and Ecomonic Theory 12 cfu) | 2 | 6 | C | Maria Gabriella Graziano | ||
Modern Physics (module 1 of Modern and Solid State Physics) | 1 | 6 | C | Luigi Rosa | ||
Solid State Physics (module 2 of Modern and Solid State Physics) | 2 | 6 | C | Andrea Zen | ||
Numerical Modeling of Materials (module 1 Numerical Modeling of Materials and Solid-State Physics 12cfu) | 1 | 6 | C | Giuseppe Milano | ||
Solid State Physics (module 2 Numerical Modeling of Materials and Solid-State Physics 12cfu) | 2 | 6 | C | Andrea Zen |