# On non-Kähler degrees of complex manifolds

created by daniele on 14 May 2016
modified on 04 Jul 2017

[BibTeX]

Submitted Paper

Inserted: 14 may 2016
Last Updated: 4 jul 2017

Journal: arXiv:1605.03368 [math.DG]
Year: 2016
We study cohomological properties of complex manifolds. In particular, under suitable metric conditions, we extend to higher dimensions a result by A. Teleman , wich provides an upper bound for the Bott-Chern cohomology in terms of Betti numbers for compact complex surfaces according to the dichotomy $b_1$ even or odd.