Chemistry | University of Parma

Professor
Academic discipline: Matematiche complementari (MAT/04)
Field: Discipline matematiche, informatiche e fisiche
Type of training activity: Basic

48 hours
of face-to-face activities

6 credits

hub: PARMA

course unit
in - - -

lectures timetable unavailable

exam calls

Learning objectives

Introduction to the use of some basic mathematical tools useful in the Applied Sciences

Prerequisites

- - -

Course unit content

Abstract vectorial spaces, norms. Sequences of functions, series of functions. Power series, Mc Laurin expansion. Fourier series.

Complex functions.
Laplace Transform.
Fourier Transform

Full programme

- - -

Bibliography

M.Bramanti, C.D.Pagani, S.Salsa, Matematica, Zanichelli, Bologna, 2004.

C.Minnaja, Matematica Due, Decibel-Zanichelli, Bologna.

G.C.Barozzi, Matematica per l'Ingegneria dell'Informazione, Zanichelli, Bologna.

S.Salsa, A.Squellati, Esercizi di Matematica, Vol.2, Zanichelli, Bologna, 2005.

M.R.Spiegel, Schaum's outline series, McGraw-Hill, New York (Complex Variables, Laplace Transforms, Fourier Analysis).

G.Spiga, Problemi Matematici della Fisica e dell'Ingegneria, Pitagora, Bologna, 1985

Teaching methods

Lectures and exercises

Assessment methods and criteria

Oral exam

Other information

- - -

MATHEMATICS 2 AND EXERCISES cod. 1004213

Learning objectives

Prerequisites

Course unit content

Full programme

Bibliography

Teaching methods

Assessment methods and criteria

Other information

MATHEMATICS 2 AND EXERCISES
cod. 1004213