Suppose U and v are conformally equivalent. Prove that if U is simply connected, then so is V. (Remark: In fact, this is true if we merely assume that there exists a continuous bijection between U and V.)

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Suppose U and V are conformally equivalent. Prove that if U is simply connected, then so is V.
(Remark: In fact, this is true if we merely assume that there exists a continuous bijection between U and V.)
Transcribed Image Text:17:32 A O ll 100% Q4.pdf Suppose U and V are conformally equivalent. Prove that if U is simply connected, then so is V. (Remark: In fact, this is true if we merely assume that there exists a continuous bijection between U and V.)
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