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Apr 21 at 20:01 comment added Georges Elencwajg Thank you, Ian: I was afraid I had overlooked some easy way to put a holomorphic structure on the surface. And, by the way, I love overkill proofs...
Apr 21 at 19:24 comment added Ian Agol @GeorgesElencwajg : the point of this answer was to give an overkill proof. To find a Riemann structure, you could put a Riemannian metric on it, giving it a conformal structure, then use that oriented conformal structures are equivalent to Riemann surface structure. Or use a pants decomposition to put a hyperbolic metric, hence Riemann surface structure.
Apr 21 at 18:36 comment added Georges Elencwajg But is there an easy way to see that the surface can indeed be endowed with the structure of a Riemann surface?
Jul 24, 2018 at 3:50 comment added Andy Putman That’s a hilariously awesome way of doing this!
Jul 24, 2018 at 3:31 history answered Ian Agol CC BY-SA 4.0