Abstract
We consider aspherical manifolds with torsion-free virtually polycyclic fundamental groups, constructed by Baues. We prove that if those manifolds are cohomologically symplectic then they are symplectic. As a corollary we show that cohomologically symplectic solvmanifolds are symplectic.
Citation
Hisashi Kasuya. "Cohomologically symplectic solvmanifolds are symplectic." J. Symplectic Geom. 9 (4) 429 - 434, December 2011.
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