Skoda division theorem on compact Kähler manifolds for line bundles with singular hermitian metrics
Jaehoon Jeong
Abstract
We prove a Skoda division theorem on a compact Kähler manifold for holomorphic sections of line bundles with singular hermitian metrics. As a corollary, we prove a Siu-type division theorem on compact Kähler manifolds for holomorphic line bundles endowed with singular hermitian metrics.
Create a lesson
Related papers
Non-tangential ranges of holomorphic functions at Plessner points
Oleg Ivrii
A Uniform Divisor-Comparison Method for Meromorphic Identities
Henning Wunderlich
An m-Hessian approach to Yau uniformization conjecture
Truong Dinh Dat
A solution to Berndtsson's problem and uniqueness of twisted KE currents
Yinji Li, Haoyuan Sun, Zhiwei Wang et al.
Fejér-Rogosinski theorem for the Neil algebra
Nilanjan Das, Jaydeb Sarkar
When can a power series be analytically continued?
Kei Beauduin