Exercise 22 (Winding number)
Exercises
Exercise 24 (Antiholomorphic functions)
Index
© 2002-2007 Prof. Dr. Hans Wilhelm Alt, University of Bonn, Germany
Exercise 23 (Boundary value problem)
This node has not yet been translated
This is the original german version
Boundary value problem
[aufgabe:23]
Sei
Ω:={(x,y)∈
R
2
; 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
log
z . Berechne ∇u in Ω ,
Version 1.5
H.W. Alt - 02.01.2007
Exercise 22 (Winding number)
Exercises
Exercise 24 (Antiholomorphic functions)
Index
© 2002-2007 Prof. Dr. Hans Wilhelm Alt, University of Bonn, Germany