On foliations with semi-positive anti-canonical bundle
St\'ephane Druel
TL;DR
This paper investigates the structure of regular foliations on smooth projective varieties that have a semi-positive anti-canonical bundle, providing insights into their geometric properties.
Contribution
It characterizes the structure of such foliations, offering new understanding of their geometric and algebraic features in the context of algebraic geometry.
Findings
Description of the structure of regular foliations with semi-positive anti-canonical bundle
Insights into the geometric properties of these foliations
Advancement in understanding the relationship between anti-canonical bundles and foliations
Abstract
In this note, we describe the structure of regular foliations with semi-positive anti-canonical bundle on smooth projective varieties.
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