Continuous local potential functionals and the Dinh-Sibony product
arXiv:2607.25657
Abstract
In this article, we generalize the notion of continuous superpotentials on compact Kähler manifolds to arbitrary complex manifolds in terms of local potential functionals and study related properties. In particular, we study the associativity of the Dinh-Sibony product and also a sufficient condition for the continuity of the Dinh-Sibony product.
Comments are very welcome!