Complementi di Matematica

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Course Details

Cost

FREE

Upcoming Schedule

  • On demand

Course Provider

International Telematic University UNINETTUNO online courses
UNINETTUNO OpenupEd -- University without boundaries Thanks to the UNINETTUNO MOOCs you will be able to freely follow the lectures of the best Italian and international lecturers drawn from a selection of the best courses of UNINETTUNO, in Italian, English and Arabic; you will have at your disposal digitized and indexed on-demand video lectures, usable on a PC as well as on smart phone and tablet, including hyper-textual links to more- in-depth study materials (books and articles, ...
UNINETTUNO OpenupEd -- University without boundaries Thanks to the UNINETTUNO MOOCs you will be able to freely follow the lectures of the best Italian and international lecturers drawn from a selection of the best courses of UNINETTUNO, in Italian, English and Arabic; you will have at your disposal digitized and indexed on-demand video lectures, usable on a PC as well as on smart phone and tablet, including hyper-textual links to more- in-depth study materials (books and articles, practice work, slides, bibliographical references, lists of websites). You will also have at your disposal a collaborative discussion environment, a thematic forum by means of which you will be able to exchange views with your colleagues on the issues dealt with in the lectures, discuss the practice work done, cooperatively create new knowledge in a process that will see you active players of your own learning process.

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Course Description

Il corso di Complementi di Matematica è il completamento dei due corsi di carattere analitico-matematico e geometrico-algebrico, svolti nel primo anno del corso di studi. Tale corso amplia la natura degli oggetti studiati nel precedente corsi di Analisi Matematica, passando dai numeri reali ai numeri complessi e quindi alle relative funzioni di una variabile complessa. Inoltre vengono presentate numerose tecniche di carattere integro-differenziale per l’analisi dei problemi che coinvolgono funzioni reali o complesse, quali la teoria delle trasformate di Fourier e di Laplace.
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