AbstractThe semistable minimal model program is a special case of the minimal model program concerning 3-folds fibred over a curve and birational morphisms preserving this structure. We classify semistable divisorial contractions which contract the exceptional divisor to a normal point of a fibre. Our results can be applied to describe compact moduli spaces of surfaces
Abstract. Extremal contractions which contract divisors to points in projective threefolds with Q-fa...
We develop a moduli theory of algebraic varieties and pairs of non-negative Kodaira dimension. We de...
本文的目標是探討Brendan Hassett、Donghoon Hyeon 和Yongnam Lee 關於曲線模空間上的極小模型理論的工作。他們使用幾何不變理 論來描述了幾個曲線模空間Mg上的log...
AbstractThe semistable minimal model program is a special case of the minimal model program concerni...
The aim of this paper is to study all the natural first steps of the minimal model program for the m...
The aim of this paper is to study all the natural first steps of the minimal model program for the m...
We hope that varieties X belong to two types: X is a minimal model: KX is nef. That is KX C 0, fo...
In this article we show that the Log Minimal Model Program for $\mathbb{Q}$-factorial dlt pairs $(X,...
The aim of this paper is to study all the natural first steps of the minimal model program for the m...
The aim of this paper is to study all the natural first steps of the minimal model program for the m...
Abstract. We study semistable extremal threefold neighborhoods following earlier work of Mori, Kollá...
This dissertation explores the Minimal Model Program (MMP) in positive and mixed characteristic in ...
In the classification theory of higher dimensional algebraic varieties, the study of certain types o...
Abstract We give a geometric invariant theory (GIT) construction of the log canonical model M g (α) ...
AbstractA weighted pointed curve consists of a nodal curve and a sequence of marked smooth points, e...
Abstract. Extremal contractions which contract divisors to points in projective threefolds with Q-fa...
We develop a moduli theory of algebraic varieties and pairs of non-negative Kodaira dimension. We de...
本文的目標是探討Brendan Hassett、Donghoon Hyeon 和Yongnam Lee 關於曲線模空間上的極小模型理論的工作。他們使用幾何不變理 論來描述了幾個曲線模空間Mg上的log...
AbstractThe semistable minimal model program is a special case of the minimal model program concerni...
The aim of this paper is to study all the natural first steps of the minimal model program for the m...
The aim of this paper is to study all the natural first steps of the minimal model program for the m...
We hope that varieties X belong to two types: X is a minimal model: KX is nef. That is KX C 0, fo...
In this article we show that the Log Minimal Model Program for $\mathbb{Q}$-factorial dlt pairs $(X,...
The aim of this paper is to study all the natural first steps of the minimal model program for the m...
The aim of this paper is to study all the natural first steps of the minimal model program for the m...
Abstract. We study semistable extremal threefold neighborhoods following earlier work of Mori, Kollá...
This dissertation explores the Minimal Model Program (MMP) in positive and mixed characteristic in ...
In the classification theory of higher dimensional algebraic varieties, the study of certain types o...
Abstract We give a geometric invariant theory (GIT) construction of the log canonical model M g (α) ...
AbstractA weighted pointed curve consists of a nodal curve and a sequence of marked smooth points, e...
Abstract. Extremal contractions which contract divisors to points in projective threefolds with Q-fa...
We develop a moduli theory of algebraic varieties and pairs of non-negative Kodaira dimension. We de...
本文的目標是探討Brendan Hassett、Donghoon Hyeon 和Yongnam Lee 關於曲線模空間上的極小模型理論的工作。他們使用幾何不變理 論來描述了幾個曲線模空間Mg上的log...
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