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   Author  Topic: Homeomorphic?  (Read 8057 times)
TJMann
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Homeomorphic?  
« on: Oct 13th, 2008, 11:27am »
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Let G = C - {0} and F be the complete analytic function obtained from the principal branch of the logarithm. Further, let (R,p) be Riemann surface of F so that G is the base of R. Prove/disprove that R is homeomorphic to the graph L = {(z,e^z):z E G} considered as a subset of C x C.
 
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