Matches in DBpedia 2014 for { ?s ?p In mathematics, the Andreotti–Frankel theorem, introduced by Andreotti and Frankel (1959), states that if is a smooth affine variety of complex dimension or, more generally, if is any Stein manifold of dimension , then in fact is homotopy equivalent to a CW complex of real dimension at most n. In other words has only half as much topology.. }
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- Andreotti–Frankel_theorem comment "In mathematics, the Andreotti–Frankel theorem, introduced by Andreotti and Frankel (1959), states that if is a smooth affine variety of complex dimension or, more generally, if is any Stein manifold of dimension , then in fact is homotopy equivalent to a CW complex of real dimension at most n. In other words has only half as much topology.".