Zariski decomposition of b-divisors
Alex Kuronya, Catriona Maclean
TL;DR
This paper extends the concept of Zariski decomposition from surfaces to all dimensions by constructing a b-divisorial analogue, building on recent foundational work.
Contribution
It introduces a new b-divisorial Zariski decomposition applicable in all dimensions, generalizing previous surface-specific results.
Findings
Constructed a b-divisorial Zariski decomposition in all dimensions
Generalized surface results to higher dimensions
Provides a new tool for algebraic geometry research
Abstract
Based on a recent work by Thomas Bauer reproving the existence of Zariski decompositions for surfaces, we construct a b-divisorial analogue of Zariski decomposition in all dimensions.
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