SUPPLEMENT TO COMPLEX VARIABLES
cod. 14858

Academic year 2008/09
3° year of course - Second semester
Professor
Academic discipline
Geometria (MAT/03)
Field
Formazione algebrico-geometrica
Type of training activity
Characterising
56 hours
of face-to-face activities
3 credits
hub:
course unit
in - - -

Learning objectives

This course completes the preparation of the standard one complex variable course<br />
initiated in the second year course.

Prerequisites

Topology and One complex variable

Course unit content

<p>Cauchy formulae<br />
</p>
<p> Liouville-type theorems</p>
<p>Residue Theorem</p>
<p>Applications</p>
<p><br />
</p>

Full programme

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Bibliography

<a name=""top""><dd><em>S. Krantz, Complex Analysis: The Geometric Viewpoint</em>. 2nd ed., Mathematical Association of America, Washington, D.C. 2004.<br />
</dd></a><a name="top"><em>S. Krantz, Complex Analysis: The Geometric Viewpoint</em>. 2nd ed., Mathematical Association of America, Washington, D.C. 2004.</a>

Teaching methods

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Assessment methods and criteria

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Other information

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