College PhD student Gianluca Lombardo has suggested a Volta Judo Club (VJUC) and he made himself available for acting as Club secretary and teaching Judo to College members.  interested students should write to Gianluca Lombardo (email address and mobile numbers available at the porter's desk) in order to review the proposal and decide whether there is sufficient interest in the Volta Judo Club.

The General, Annual Assembly of Collegio Volta will take place on Monday 1st October at 6.00 pm in the Volta lecture theatre. The assembly marks the beginning of the academic year at Volta and presents the essential aspects of the life and work of the College. Topics include: (i) students’ role and representation,  (ii) the academic results of the previous year,  (iii) the work plan for the year ahead (iv) College courses, tutorials, lectures and seminars and,  (v)  the activities of students’ clubs and societies. The poster of the overall programme of the 2018/19 College Assembly can be downloaded here. Freshers are reminded that participation to the following events is compulsory. Details of the other events of Freshers' Week will be given during the Assembly.

All College students are invited to participate, attendance is mandatory for new College students (freshers). Guest speaker: M Aramini, Director General of EDiSU.

2 Oct 2018: During the College Assembly M Aramini (Director General of EDiSU) confirmed that new cctv will be installed shortly and that external lights will be provided in the South wing of the College.  College had requested these actions for a long time (over two years) and their implementation constitute a major step forward in College security.  M Aramini also expressed interest in College plans for a sports centre.  A picture of the 2018/19 General Annual College Assembly is provided here.

A bike cull is coming to Volta as the College expects that an additional forty bikes will arrive in College in the next couple of weeks.

'Culling stickers' will be placed in the next couple of days on broken bikes and on bikes looking abandoned/unused.  Owners of such bikes who wish to retain them should tag them before the 5th of October with a second stidker on which they should wite Please do not discard. After the 5th of October, unclaimed broken bikes, free chains, wheels,and any other item found in the bike racks other than intact bikes will be disposed.

(Corsi di Laurea: Chimica, Chima e Tecnologie Farmaceutiche, Scienze Biologiche, Biotecnologie)

2017/18

 Omar Najlani

01. Insiemi, intervalli, equazioni algebriche, disequazioni algebriche, trigonometria, geometria analitica nel piano
02. Grafico di una funzione reale, grafici e proprietà di alcune funzioni elementari, uomini delle funzioni più' comuni, funzioni composte
03. Funzioni elementari, teoremi sui limiti: teorema diunicita' del limite, teorema di permanenza del segno, teorema del confronto, operazioni sui limiti
04. Limiti notevoli, definizione di continuità', discontinuità' di prima, seconda e terza specie, teoremi sulle funzioni continue
05. Numeri complessi, forma algebrica dei numeri complessi, complesso coniugato, modulo e fase, rappresentazione in forma trigonometrica, formula di Eulero, rappresentazione in forma  esponenziale, formule di De Moivre, serie n, utilizzo, scale semi logaritcmicheumeriche, carattere della serie, alcune proprietà' serie notevoli, scale logaritmiche
06. Polinomi di Taylor, derivate, retta tangente, derivate fondamentali, regole di derivazione, monotonia e segno della derivata, massimi e minimi
07. Concavita' e derivata seconda, funzione convessa, funzione concava, punti di flesso, criterio della derivata seconda, teorema di Fermat, teorema di Lagrange, studio di funzione
08. Introduzione al calcolo integrale, integrale definito, proprietà' dell'integrale definito, funzioni primitive, integrale indefinito, integrali indefiniti immediati
09. Teorema di Torricelli-Barrow, teorema fondamentale del calcolo integrale, integrali impropri, integrazione per sostituzione, integrazione per parti
10. Problema di Cauchy, equazioni differenziali lineari del primo ordine, equazioni differenziali a variabili separabili, equazioni differenziali lineari del secondo ordine
11. Grafico per funzioni di due variabili, linee di livello, derivate parziali, gradiente, derivate direzionali, piano tangente al grafico di una funzione di due variabili, teorema di Schwartz
12. Riepilogo
13. Attendance