Subject Sylbus: complex functions a


	Sylabus

complex functions a - 104215

	Lecture	Tutorial	Project/ Seminar	Laboratory
Weekly Hours	2	1

Credit
Points

2.5

Prerequisites: differential and integral calculus 2 104004

or differential and integral calculus 2t 104013

or differential and integral calculus 2t 104014

or differential and integral calculus 2m/1 104020

or differential and integral calculus 2m/2 104022

or infinitesimal calculus 2 104281

Incorporating Courses: complex function theory 1 104122

complex functions and integral transform 104221

Complex numbers, analytic functions, the Cauchy-Riemann equations, harmonic
functions, elementary functions of a complex variable, the integral: Cauchy's
integral theorem, Cauchy's integral formulas and applications, Taylor and
Laurent series, singularities, the residue theorem and its applications,
mappings by elementary functions, conformal mappings and applications.

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Created in 24/05/2013 Time 02:59:32


Prerequisites:		differential and integral calculus 2	104004
	or	differential and integral calculus 2t	104013
	or	differential and integral calculus 2t	104014
	or	differential and integral calculus 2m/1	104020
	or	differential and integral calculus 2m/2	104022
	or	infinitesimal calculus 2	104281
Incorporating Courses:		complex function theory 1	104122
		complex functions and integral transform	104221