16 citations · 87 across the 25 of their papers we have counts for
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A -dimensional simply connected complex and symplectic manifold with no Kähler metric
Giovanni Bazzoni, Marisa Fernández, Vicente Muñoz
We construct a simply connected compact manifold which has complex and symplectic structures but does not admit Kähler metrics, in the lowest possible dimension where this can happ…
Locally conformal symplectic nilmanifolds with no locally conformal Kähler metrics
Giovanni Bazzoni, Juan Carlos Marrero
We obtain an example of a compact locally conformal symplectic nilmanifold which admits no locally conformal Kähler metrics. This gives a new positive answer to a question raised b…
K-cosymplectic manifolds
Giovanni Bazzoni, Oliver Goertsches
In this paper we study K-cosymplectic manifolds, i.e., smooth cosymplectic manifolds for which the Reeb field is Killing with respect to some Riemannian metric. These structures ge…
Manifolds which are complex and symplectic but not Kähler
Giovanni Bazzoni, Vicente Muñoz
The first example of a compact manifold admitting both complex and symplectic structures but not admitting a Kähler structure is the renowned Kodaira-Thurston manifold. We review i…