Exercise 22 (Winding number) Exercise 22 (Winding number)
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Exercise 24 (Antiholomorphic functions) Exercise 24 (Antiholomorphic functions)
Exercise 24 (Antiholomorphic functions) Index
© 2002-2007 Prof. Dr. Hans Wilhelm Alt, University of Bonn, Germany

Exercise 23 (Boundary value problem)

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Boundary value problem    [aufgabe:23]

Sei  Ω:={(x,y)∈R2; x>0} . Finde eine Lösung des Randwertproblems
Δu
=0
    in Ω,
u(0,y)
=|y|
    für alle y∈R
unter Verwendung der holomorphen Funktion  z | z  logz . Berechne  ∇u  in  Ω ,

Version 1.5
H.W. Alt - 02.01.2007

Exercise 22 (Winding number) Exercise 22 (Winding number)
Exercises Exercises
Exercise 24 (Antiholomorphic functions) Exercise 24 (Antiholomorphic functions)
Exercise 24 (Antiholomorphic functions) Index
© 2002-2007 Prof. Dr. Hans Wilhelm Alt, University of Bonn, Germany