On compact steady pluriclosed soliton surfaces
arXiv:2608.30638
Abstract
We complete the classification of non-Kähler steady pluriclosed soliton on compact complex surfaces, as initiated by Streets. The underlying complex structure must be a Hopf surface, with any finite primary cover being of class 1. Moreover, the soliton metric is unique up to biholomorphism.
16 pages. Comments are welcome!