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- Title
LELONG NUMBERS OF CURRENTS OF FULL MASS INTERSECTION.
- Authors
DUC-VIET VU
- Abstract
We study Lelong numbers of currents of full mass intersection on a compact Kähler manifold in a mixed setting. Our main theorems cover some recent results due to Darvas-Di Nezza-Lu. The key ingredient in our approach is a new notion of products of pseudoeffective (1,1)-classes which captures some “pluripolar part” of the “total intersection” of given pseudoeffective (1,1)-classes.
- Subjects
NEW product development; NUMBER theory
- Publication
American Journal of Mathematics, 2023, Vol 145, Issue 2, p647
- ISSN
0002-9327
- Publication type
Article
- DOI
10.1353/ajm.2023.0016