11 citations · 31 across the 11 of their papers we have counts for
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Toric Kato manifolds
Nicolina Istrati, Alexandra Otiman, Massimiliano Pontecorvo +1
We introduce and study a special class of Kato manifolds, which we call toric Kato manifolds. Their construction stems from toric geometry, as their universal covers are open subse…
On a class of Kato manifolds
Nicolina Istrati, Alexandra Otiman, Massimiliano Pontecorvo
We revisit Brunella's proof of the fact that Kato surfaces admit locally conformally K\" ahler metrics, and we show that it holds for a large class of higher dimensional complex ma…
Non-upper-semicontinuity of algebraic dimension for families of compact complex manifolds
A. Fujiki, M. Pontecorvo
We show that in a certain subfamily of the Kuranishi family of any half Inoue surface the algebraic dimensions of the fibers jump downwards at special points of the parameter space…