Canonical Big Cohen-Macaulay algebras and rational singularities

Mathematics – Commutative Algebra

Scientific paper

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The second part of the previous version is taken out and is moved to the new paper math.AG/0303189

Scientific paper

We give a canonical construction of a balanced big Cohen-Macaulay algebra for
a domain of finite type over $\mathbb C$ by taking ultraproducts of absolute
integral closures in positive characteristic. This yields a new tight closure
characterization of rational singularities in characteristic zero.

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