Hodge structures on cohomology algebras and geometry

Mathematics – Algebraic Geometry

Scientific paper

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Final version, to appear in Math. Annalen 2008

Scientific paper

We study restrictions on cohomology algebras of Kaehler compact manifolds, not depending on the h^{p,q} numbers or the symplectic structure. To illustrate the effectiveness of these restrictions, we give a number of examples of compact symplectic manifolds satisfying the Lefschetz property but not having the cohomology algebra of a compact Kaehler manifold. We also prove the stability of these restrictions under products.

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