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- Show that an analytic map E → P1
(C) other than the constant map ∞ is a meromorphic
function on E; and that conversely if E = C then any meromorphic function on E is an
analytic map E → P1(C). (This last is true for any open subset of C but we cannot prove it in this generality.) Show moreover that the meromorphic functions on P1 (C) are precisely the
rational functions (note that the rational functions of z1 are the same as the rational functions of z2 = z−11
so this is well-define
- I gotta take a shit now
- Another perfect ass for fuck.
- I bet you were glad to finally get to fuck her... How did you go about asking her?
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