Showing papers on "Toric variety published in 1985"
TL;DR: In this article, a method for constructing relatively small simplicial resolutions of singular projective algebraic varieties is presented. But the simplicial resolution is not a smooth simplicial simplification of the Hodge stucture.
Abstract: We give a method for constructing relatively small smooth simplicial resolutions of singular projective algebraic varieties. For varieties of dimension n, at most n applications of the basic process yields a resolution of combinatorial dimension at most n. The object so obtained may be used to compute the mixed Hodge stucture of the underlying variety.
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