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8 votes

What is the exact statement of "there are 27 lines on a cubic"?

To see the 27 lines, take 6 generic points on P(2) and consider the linear system of cubics through them. This linear system defines a rational map from P^2 to P^3 which is nothing more than the blow- …
Jorge Vitório Pereira's user avatar
7 votes
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Divisors, extensions of functions

The very same result holds in arbitrary dimensions: a locally bounded holomorphic function defined in the complement of a divisor extends. In many textbooks (like Gunning's) this is also called Riemm …
Jorge Vitório Pereira's user avatar
2 votes
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103 views

Approximating formal surfaces by analytic surfaces

Let $C$ be a smooth projective curve contained in a smooth projective $3$-fold (everything defined over $\mathbb C$). Let $\widehat X$ be the formal completion of $X$ along $C$ and suppose there exist …
Jorge Vitório Pereira's user avatar