Courses for incoming Students

course credits teacher
us it
Fisica Matematica Superiore
Superior Mathematical Physics
6 12 André Martinez
CALCULUS
(CdL Quantitative Finance)
3 6 Daniele Ritelli fall
Complementi di Geometria Superiore
Complements of Advanced Geometry
3 6 Rita Fioresi fall
We are going to define real and complex Lie groups together with their homogeneous spaces. We discuss the Lie theorems, the exponential map and the Baker-Campbell-Hausdorff formula.
COMPUTER PROGRAMMING
(CdL Quantitative Finance)
3 6 Danilo Montesi fall
ECONOMETRICS
(CdL Quantitative Finance)
3 6 Sergio Pastorello fall
Equazioni differenziali stocastiche
Stochastic Differential Equations
3 6 Andrea Pascucci fall
Inferenza Statistica Bayesiana
Bayesian Statistical Inference
3 6 Daniela Cocchi fall
Istituzioni di Analisi Superiore 2
Fundamentals of Advanced Analysis 2
3 6 Bruno Franchi fall
ACTUARIAL AND FINANCIAL MATHEMATICS (I.C.)
(CdL Quantitative Finance)
3 6 Andrea Pascucci spring
Algoritmi della teoria dei numeri e crittografia
Algorithms of the Theory of Numbers and Cryptography
3 6 Davide Aliffi spring
Analisi Superiore 2
Advanced Analysis 2
1.5 3 Andrea Bonfiglioli spring
ECONOMETRICS
(CdL Quantitative Finance)
3 6 Chiara Monfardini spring
Matematica per le applicazioni socio economiche
Mathematics for Socio-Economic Applications
3 6 Pierluigi Contucci spring
NUMERICAL METHODS 3
(CdL Quantitative Finance)
3 6 Giulia Spaletta spring
PROBABILITY 3
(CdL Quantitative Finance)
3 6 Sabrina Mulinacci spring
Reti neurali
Neural networks
3 6 Marco Lenci spring
Topologia Algebrica
Algebric Topology 1
3 6 Massimo Ferri spring

Other links (pages in italian)

Corso di Laurea in Matematica (first 3 years degree)

Corso di Laurea magistrale in Matematica (plus 2 years degree)

Dottorato di ricerca in Matematica (PhD)