birational geometry 2boundedness 2adjoint foliations 1Calabi-Yau 1fibered varieties 1foliated surfaces 1log calabi-yau fibrations 1minimal model program 1minimal models 1
From the 2 of 3 linked papers with an AI index.
3 papers
math.AG2026
Boundedness of polarized foliated surfaces
Yen-An Chen, Minzhe Zhu
The paper develops the minimal model program for klt adjoint foliated surfaces and proves boundedness results for polarized ε‑lc adjoint foliated surfaces with nef adjoint canonica…
math.AG2026
Boundedness of polarized log Calabi-Yau fibrations with bounded bases
Xiaowei Jiang, Junpeng Jiao, Minzhe Zhu
The paper studies when families of log Calabi‑Yau fibrations with bounded bases and fibers have bounded total spaces, proving boundedness in codimension one and under vanishing irr…
math.AG2025
Boundedness of stable minimal models with klt singularities
Minzhe Zhu
We investigate the singularities and boundedness of a special kind of algebraic varieties so-called stable minimal models, which are constructed and studied by Birkar. Given a klt…