Let c be a cohomology class of a compact connected complex manifold X. The paper deals with the possibility to construct a topological cycle S on X, whose class is the Poincare' dual of c, which is closely related in a precise sense to the complex structure of X. A topological obstruction for this is analyzed.
On the supports for cohomology classes of complex manifolds.
PORTELLI, DARIO
2012-01-01
Abstract
Let c be a cohomology class of a compact connected complex manifold X. The paper deals with the possibility to construct a topological cycle S on X, whose class is the Poincare' dual of c, which is closely related in a precise sense to the complex structure of X. A topological obstruction for this is analyzed.File in questo prodotto:
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