Solved: Find an analytic function w = i(z) that maps the
Chapter 17, Problem 17.1.69(choose chapter or problem)
Find an analytic function w = f(z) that maps the region \(0 \leqq \arg z \leqq \pi / 4\) onto the unit disk \(|w| \leqq 1\).
Text Transcription:
0 leqq arg z leqq pi/4
|w|leqq 1
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