Consider a complex lattice $\Lambda \subset \mathbb C$ generated by some real basis $\{w_1,w_2 \}$. I want to know why the quotient group $\mathbb C/ \Lambda$ has a unique structure as Riemann surface.
2026-03-30 20:57:25.1774904245
Why $\mathbb C/ \Lambda$ is a Riemann surface?
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