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The complex projective line is isomorphic to the 2-sphere, and so, has genus $1$$0$. Does this result for all $CP^N$, that is, is the genus of $CP^N$ equal to $0$, for all $N$?
The complex projective line is isomorphic to the 2-sphere, and so, has genus $1$. Does this result for all $CP^N$, that is, is the genus of $CP^N$ equal to $0$, for all $N$?
The complex projective line is isomorphic to the 2-sphere, and so, has genus $0$. Does this result for all $CP^N$, that is, is the genus of $CP^N$ equal to $0$, for all $N$?
The complex projective line is isomorphic to the 2-sphere, and so, has genus $1$. Does this result for all $CP^N$, that is, is the genus of $CP^N$ equal to $0$, for all $N$?
