activity
19992026
most citedExistence of minimal models for varieties of log general type

93 citations · 557 across the 61 of their papers we have counts for

collaborators

69 papers

math.AG2026

On Pseudo-Effectivity and Volumes of Adjoint Classes in Kähler Families with Projective Central Fiber

Christopher D. Hacon, Yi Li, Sheng Rao

This paper is devoted to studying the deformation behavior of pseudo-effective canonical divisors and volumes of adjoint classes in Kähler families. Based on recent developments in…

math.AG2025

Bott-Chern complexity of Kähler pairs

Christopher Hacon, Joaquín Moraga, José Ignacio Yáñez

We introduce the Bott-Chern complexity of a compact Kähler pair . This invariant compares , and the sum of the coefficients of . When…

math.AG2023★ 1 cited

On the Minimal Model Program for Kähler 3-folds

Omprokash Das, Christopher Hacon

In this article we prove the existence of pl-flipping and divisorial contractions and pl flips in dimension for compact Kähler varieties, assuming results of the minimal model…

math.AG2023

MMP for Generalized Pairs on Kähler 3-folds

Omprokash Das, Christopher Hacon, José Ignacio Yáñez

In this article we define generalized pairs where is an analytic variety and is a b-(1,1) current. We then prove that almost all standard r…

math.AG2023

ACC for generalized log canonical thresholds for complex analytic spaces

Christopher Hacon, Lingyao Xie

We show that generalized log canonical thresholds for complex analytic spaces satisfy the ACC and we characterize the accumulation points.

math.AG2022

Existence of Good Minimal Models for Kähler Varieites of Maximal Albanese Dimension

Omprokash Das, Christopher Hacon

In this short article we show that if is a compact Kähler klt pair of maximal Albanese dimension, then it has a good minimal model, i.e. there is a bimeromorphic contracti…