Course Details for A.Y. 2019/2020

The information on this page refer to the academic year 2019/2020. Therefore, several links are not available and data may be incomplete. To read the current information on the course, if it is still available, go to the university course catalogue . To read information relating other academic years, use the list at the bottom of this page.

A. Year:

2019/2020

Name:

Complex Variables / Complex Variables

Type:

Course

Basic information

Code:

DT0005

Sector:

Credits:

: Master Degree in Mathematical Engineering 3 CFU (b)

Term:

1^st semester

Degree(s):

Master Degree in Mathematical Engineering 1^st anno curriculum Comune Elective

Language:

English

Teacher(s):

Rosella Colomba Sampalmieri

Propaedeutics:

Mathematical Analysis I
Mathematical Analysis II
Geometry

Course Objectives

Knowing the basic concepts and techniques of complex analysis and their applications

Course Content

Complex variable
Complex integration
Laplace and Fourier Transform and applications

Learning Outcomes (Dublin Descriptors)

On successful completion of this course, the student should

HAVE KNOWLEDGE AND UNDERSTANDING OF THE CONCEPT OF ANALYTIC FUNCTION, COMPLEX INTEGRATION, LAPLACE AND FOURIER TRANSFORMS AND THEIR MAIN APLLICATIONS AND TO INCREASE THE BACKGROUND OF MATHEMATICAL TOOLS NECESARY TO DEAL WITH PROBLEMS FROM THE APPLIED SCIENCES
TO ACQUIRE AND BE ABLE TO APPLY, IN THE VARIOUS FIELDS OF ENGINEERING, THE CONCEPTS AND THE COMPUTATIONAL TECHNIQUES OF THE NOTIONS INTRODUCED IN THE COURSE
SHOULD DEMOSTRATE SKILL IN MATHEMATICAL REASONING AND ABILITY TO CONCEIVE AN AUTONOUMUS SOLUTION OF A PROBLEM
TO BE ABLE TO PRESENT THE SOLUTION OF A TECHNICAL PROBLEM BY MEANS OF CORRECT MATHEMATICAL LANGUAGE AND NOTATIONS
STUDENT SHOULD BE ABLE TO TO READ AND UNDERSTAND TECHNICAL BOOKS WHICH USE AN ADVANCED MATHEMATICAL LANGUAGE

Prerequisites and Learning Activities

Notions and concepts from the classical basic theory of mathematical analysis and geometry

Assessment Methods and Criteria

Final written test

Textbooks

M.W.Wong , Complex Analysis , Ed.M.W.Wong . 2008.
Dacorogna-Tanteri , Mathematical Analysis for Engineers , Imperial College Press. 2012.
Murray R. Spiegel, Schaum's Outlines Complex Variables , McGraw Hill Ed..
Murray R. Spiegel, Schaum's Outlines Laplace Transform , McGraw Hill Ed..

Notes

Please check the office hour time-table on the web page: http://www.ing.univaq.it/personale/scheda_personale.php?codice=255

Internet Resources

Homepage:

https://www.ing.univaq.it/docenti/programma_esteso.php?codice=DT0005_I4W&codiciaggiuntivi=I4W

Course page updates

This course page is available (with possible updates) also for the following academic years:

To read the current information on this course, if it is still available, go to the university course catalogue .

Course information last updated on: 28 febbraio 2014, 11:51