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math.DG2016
Cohomological aspects on complex and symplectic manifolds
Nicoletta Tardini
We discuss how quantitative cohomological informations could provide qualitative properties on complex and symplectic manifolds. In particular we focus on the Bott-Chern and the Ae…
math.DG2016★ 5 cited
On the cohomology of almost complex and symplectic manifolds and proper surjective maps
Nicoletta Tardini, Adriano Tomassini
Let be an almost-complex manifold. In \cite{li-zhang} Li and Zhang introduce $H^{(p,q),(q,p)}_J(X)_{\rr}$ as the cohomology subgroups of the -th de Rham cohomology g…