Matematica per chimici
Prerequisiti
First year calculus and linear algebra
Programma
Fundamentals of measure theory, integration,
L^p spaces. Hilbert spaces and orthonormal bases.
Fourier series. Distributions. Fourier transform and
applications. Jordan form and matrix exponential.
Introduction to ODEs. Fundamentals of probability theory.
Obiettivi formativi
This course couples a rich (altough elementary) study of
the theoretical elements of the program, with the
applications of aforementioned theories to problems,
mostly coming from effective experimental models.
Riferimenti bibliografici
Course lecture notes (in PDF)
Gerald Teschl , Ordinary Differential Equations and
Dynamical Systems
AMS graduate studies in math 140 ; versione 27 Giugno
2012
(free download)
Moduli
| Modulo | Ore | CFU | Docenti |
|---|---|---|---|
| Matematica per chimici | 40 | 6 | Andrea Carlo Giuseppe Mennucci |
| Supplementary teaching | 10 | 0 | Andrea Carlo Giuseppe Mennucci |