Omprokash Das

activity

20132024

F

-Regular Inversion of Adjunction

26 citations · 91 across the 18 of their papers we have counts for

collaborators

Showing 2022Show all

3 papers · 1 filter

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 $(X, B)$ is a compact Kähler klt pair of maximal Albanese dimension, then it has a good minimal model, i.e. there is a bimeromorphic contracti…

math.AG2022★ 5 cited

On the $4$ -dimensional minimal model program for Kähler varieties

Omprokash Das, Christopher Hacon, Mihai Păun

In this article we establish the following results: Let $(X, B)$ be a dlt pair, where $X$ is a $Q$ -factorial Kähler $4$ -fold -- (i) if $X$ is compact and $K_X+B\sim_{\mathb…

math.AG2022★ 1 cited

On the Log Abundance for Compact Kähler $3$ -folds

Omprokash Das, Wenhao Ou

In this article we show that if $(X, Δ)$ is a log canonical compact Kähler $3$ -fold such that $K_{X} + Δ$ is nef and the numerical dimension $ν (K_{X} + Δ) \neq = 2$ , then $K_{X} + Δ$ is semi-ampl…

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

On the 4-dimensional minimal model program for Kähler varieties

On the Log Abundance for Compact Kähler 3-folds

On the $4$ -dimensional minimal model program for Kähler varieties

On the Log Abundance for Compact Kähler $3$ -folds