A remark on Oka's lemma and a geometric property of pseudoconvex domains
arXiv:2306.07452
Abstract
A direct proof of Oka's lemma on the relation of holomorphic convexity and the properties of the distance to the boundary function is provided. Some related problems for subharmonicity properties of this function are also studied. A new geometric property of pseudoconvex domains is described.
19 pages