Complex Analysis

Description

Local uniform convergence of analytic functions - Infinite products - Canonical decomposition - the theorem of Weierstrass - Blaschke products - Normal families of analytic functions - Conformal mapping - the Riemann mapping theorem - Mittag-Lettler theorem - Runge’s theorem - Harmonic functions - maximum principle - Dirichlet problem - Subharmonic functions - Harnack’s principle - Harmonic measure - Green’s function.

Course Coordinators

Semester: 
Credit Units (ECTS): 
10.0
ID: 
B9, 0641
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