Let $X$ be a non-empty open subscheme of $\mathbb P^1_{\mathbb C}$.
What is the automorphism group of $X$ in terms of PGL$_n(\mathbb C)$ and the points on the boundary?
Let $X$ be a non-empty open subscheme of $\mathbb P^1_{\mathbb C}$.
What is the automorphism group of $X$ in terms of PGL$_n(\mathbb C)$ and the points on the boundary?
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