|
Dettaglio Insegnamento
Academic Year |
2021/2022 |
Name |
Dott. - MI (1385) Modelli e Metodi Matematici per l'Ingegneria / Mathematical Models and Methods in Engineering |
Programme Year |
1 |
ID Code |
056320 |
Course Title |
MATHEMATICAL METHODS FOR DEEP LEARNING |
Course Type |
MONODISCIPLINARE |
Credits (CFU / ECTS) |
5.0 |
Course Description |
The course is split into 4 parts:
(a) Introduction to Deep Learning (4h)
(b) Approximation Theory and Neural Networks (NN) (6h): old and recent results on the approximation power of NN will be discussed with a particular emphasis on the role of the depth of the NN.
(c) Optimization and Deep Neural Networks (10h): Optimization algorithms to train DNN will be presented and discussed with a particular emphasis on nonconvex optimization, recent results dealing with convergence of the learning process and techniques of automatic differentiation.
(d) Deep Learning and Partial Differential Equations (6h): the possibility of employing DL in the context of the numerical solution of PDEs will be explored. |
Scientific-Disciplinary Sector (SSD)
|
SSD Code
|
SSD Description
|
CFU
|
MAT/08
|
NUMERICAL ANALYSIS
|
5.0
|
|
Alphabetical group
|
Professor
|
Course details
|
From (included)
|
To (excluded)
|
A
|
ZZZZ
|
Verani Marco, Miglio Edie
|
|
|