Mathematical Research Letters

Volume 30 (2023)

Number 2

Positive currents on non-kählerian surfaces

Pages: 375 – 412



Ionuţ Chiose (Institute of Mathematics of the Romanian Academy, Bucharest, Romania)

Matei Toma (Institut de Mathématiques Élie Cartan, Université de Lorraine, Vandoeuvre-lès-Nancy, France)


We propose a classification of non-kählerian surfaces from a dynamical point of view and show how the known non-kählerian surfaces fit into it.

To the memory of Marco Brunella

Received 20 August 2020

Received revised 1 September 2021

Accepted 4 October 2021

Published 13 September 2023