16314 - Mathematical Analysis B

Learning outcomes

Theory and practice concerning multivariable differential and integral calculus, holomorphic functions, Fourier transform

Course contents

Differential calculus for functions of several real variables.

Integral calculus for scalar functions of several real variables.

Line integrals.

Complex Analysis.

Fourier series and transform.

Distributions.

Readings/Bibliography

1. N. Fusco, P. Marcellini e C. Sbordone, Elementi di Analisi Matematica Due, Liguori Editore.
2. G. C. Barozzi, Matematica per l'Ingegneria dell'Informazione, Ed. Zanichelli (Bologna).

Teaching methods

Frontal lectures at the blackboard.

Assessment methods

Written and oral examinations.


A detailed program for the oral part will be published in the institutional web-site VIRTUALE. The written part of the examination will check the knowledge of all the topics presented in the exercises, regularly published online. During the oral examination, the student will be asked theorems/proofs/examples/definitions, presented during the lectures.


Dates:


3 exams between June and July, 1 in September and 2 between January and February.


In order to take the written/oral examinations, students must register at least five days before the exam through the website AlmaEsami https://almaesami.unibo.it/
The written test remains valid for the oral exam in the same examination period.

Teaching tools

Tutoring.

Some notes written in LaTex.

What is written in class will be posted online on VIRTUALE.

Office hours

See the website of Giovanni Eugenio Comi

See the website of Massimo Cicognani