Functions of Complex Variable

Lecturer:

Tutor:

Supervisor:

Department of Applied Mathematics

Synopsis:

Derivation of complex function, holomorphic function, complex exponential series, integration, Cauchy theorem. Taylor series, Laurent series of complex variable function. Basics of Laplace and Z-transformation.

Requirements:

differential and integral functions of multiple variables

Syllabus of lectures:

Syllabus of tutorials:

Study Objective:

Basic knowledge of mathematical analysis of complex function of complex variable.

Study materials:

J.Nagy, O.Navrátil: Funkce komplexní proměnné, skriptum FD, ČVUT, 2000

B.A.Fuchs, B.V.Šabat: Funkce komplexní proměnné, Praha, 1953

J.H.Mathews, R.W.Howel: Komplex Analysis for Mathematics and Engineering, 2006

K.Rektorys a spol.: Přehled užité matematiky, SNTL Praha, 1968

Note:

Further information:

No time-table has been prepared for this course

The course is a part of the following study plans:

• BI nav.prez. 11/12 (compulsory elective course)
• DS nav.prez. 11/12 (compulsory elective course)
• ID nav.prez. 11/12 (compulsory elective course)
• ME nav.prez. 11/12 (compulsory elective course)
• PL nav.prez. 11/12 (compulsory elective course)
• TR nav.prez. 11/12 (compulsory elective course)