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- Tags: - #AG/divisors - Refs: - #todo/add-references - Links: - resolution of singularities - log vector field

simple normal crossings divisor

For complex analytic spaces, a divisor \(D\) is normal crossings at \(p\) iff there are coordinates \(\left\{{x_i}\right\}_{i\leq n}\) such that locally at \(p\), \(D\) is defined by \(V(\prod_{i\leq m} x_i)\) for some \(m\).

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