Collegio Alessandro Volta | University of Pavia | www.collegiovolta.org

M FRACCARO LECTURE 2022/23

Jules Hoffmann, Nobel Laureate in Physiology or Medicine (2011) gave the 2022/23 Marco Fraccaro Lecture on 5 April 2023 in Aula U Foscolo on 'The Evolution of Innate Immunity'.

A Volta Lecture 2020/21

Sir Roger Penrose, Nobel Laureate in Physics (2020), delivered the 2020/21 A Volta lecture online on 20 January 2022 on 'From Black-Hole Singularities to Cosmic Cosmology'.

M Fraccaro Lecture 2018/19

Harald zur Hausen, Nobel Laureat in Physiology and Medicine (2008), delivered the 2018/19 M Fraccaro lecture on 8 April 2019

Volta Lecture 2016/17

Sir Richard Peto, the 2016/17 Volta Lecturer, discussed on 25th May 2017 how the world can and should halve premature death.

M Fraccaro Lecture 2016/17

Mario Capecchi, 2007 Nobel Laureate for Physiology or Medicine, delivered the 2016/17 M Fraccaro Lecture on 6 April 2017.

RESEARCH ASSESSMENT

A major seminar series on Research Assessment in France, Germany, the UK and Italy took place in College from November 2016 to February 2017.

The University of Pavia

'Il Cortile dell' Universita', one of several courts of the main 18th century site of the University in the city of Pavia.

Alessandro Volta

An early drawing of the battery by its discoverer, the scientist at the University of Pavia after whom the College is named.

NORTH WING

The new North Wing, completed in 2013, houses the 78 graduate members of College as well as 5 short term visitors.

GRADUATE STUDENTS

The College welcomes enquiries and applications from prospective PhD students. Further details under ‘Admissions’.

STUDYING ABROAD

The College has access to a number of schemes to enable its students to study abroad (see ‘Academic Life’).

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Geometria e Algebra

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(Corsi di Laurea: Ingegneria Civile e Architettura, Ingegneria Civile e Ambientale, Ingegneria Elettronica e Informatica, Ingegneria Industriale, Bioingegneria)

2016/17

Luca Teodori

01. Generalità su spazi vettoriali, esempi, concetto di linearità, dimensionei
02. Geometria analitica: equazioni parametriche, cartesiane, esercizi
03. Determinanti, rango, teorema di Rouche-Capelli, esercizi
04. Sottospazi, formula di Grassman, somma diretta, esercizi
05. Applicazioni e sistemi lineari, teorema delle dimensioni
06. Cambiamenti di base e matrici associate
07. Il metodo di eliminazione di Gauss
08. Autovettori e autovalori
09. Applicazioni bilineari, congruenza, calcolo della segnatura
10. Teorema spettrale
11. Preparazione allo scritto
12. Preparazione all' orale

2017/18

Andrea Barone

01. Generalita su spazi vettoriali, esempi, concetto di linearità, dimensione
02. Geometria analitica: equazioni parametriche, cartesiane, esercizi
03. Determinanti, rango, teorema di Rouche-Capelli, esercizi
04. Sottospazi, formula di Grassman, somma diretta, esercizi
05. Applicazioni e sistemi lineari,teorema delle dimensioni
06. Cambiamenti di base e matrici associate
07. Il metodo di eliminazione di Gauss
08. Autovettori e autovalori
09. Applicazioni bilineari, congruenza,calcolo della segnatura
10. Teorema spettrale
11. Preparazione allo scritto
12. Preparazione all'orale
13. Attendance

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