Write f = u + iv and assume that f has a derivative at each point of
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Write f = u + iv and assume that f has a derivative at each point of an open disk D centered at (0, 0). If au 2 + bv 2 is constant on D for some real a and b, not both 0, prove that f is constant on D.
Related Book For
Corporate Finance A Focused Approach
ISBN: 978-1439078082
4th Edition
Authors: Michael C. Ehrhardt , Eugene F. Brigham
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