DOIAbstract
AbstractWe study normal finite abelian covers of smooth varieties. In particular, we establish combinatorial conditions so that a normal finite abelian cover of a smooth variety is Gorenstein or locally complete intersection
AbstractWe study normal finite abelian covers of smooth varieties. In particular, we establish combinatorial conditions so that a normal finite abelian cover of a smooth variety is Gorenstein or locally complete intersection
AbstractWe recall the basic geometric properties of the full lattice variety, the projective variety...
An open cover $O $ of atopological space $X $ is normal if there is asequence $\{\mathcal{U}_{n}\} $...
textThis thesis consists of three chapters. Chapter 1 explains how the research problems considered ...
AbstractWe study normal finite abelian covers of smooth varieties. In particular, we establish combi...
AbstractGiven a property of the complete local ring of a variety at a point, how can we show that th...
In a recent paper [11], Hwang and To observed that there is a relation between local positivity on a...
AbstractA general existence theorem for flat covers in (e.g., quasi-abelian) locally finitely presen...
Let k be an algebraically closed field of characteristic p > 0. We give a birational characterizatio...
Deligne's weight-monodromy conjecture gives control over the poles of local factors of L-functions o...
AbstractA (normal) variety is Gorenstein if it is Cohen–Macaulay and its canonical sheaf is a line b...
Let X denote a reduced algebraic variety and D a Weil divisor on X. The pair (X,D) is said to be sem...
Abstract. We show that any locally finite abelian variety is generated by a finite algebra. We solve...
AbstractThe main purpose of this article in some sense is to illustrate the manner in which the clas...
Liendo, A (Liendo, Alvaro). Univ Talca, Inst Matemat & Fis, Talca, ChileWe propose a method to comp...
We prove that in the unramified case, local models of Shimura varieties with Iwahori level structure...
AbstractWe recall the basic geometric properties of the full lattice variety, the projective variety...
An open cover $O $ of atopological space $X $ is normal if there is asequence $\{\mathcal{U}_{n}\} $...
textThis thesis consists of three chapters. Chapter 1 explains how the research problems considered ...
AbstractWe study normal finite abelian covers of smooth varieties. In particular, we establish combi...
AbstractGiven a property of the complete local ring of a variety at a point, how can we show that th...
In a recent paper [11], Hwang and To observed that there is a relation between local positivity on a...
AbstractA general existence theorem for flat covers in (e.g., quasi-abelian) locally finitely presen...
Let k be an algebraically closed field of characteristic p > 0. We give a birational characterizatio...
Deligne's weight-monodromy conjecture gives control over the poles of local factors of L-functions o...
AbstractA (normal) variety is Gorenstein if it is Cohen–Macaulay and its canonical sheaf is a line b...
Let X denote a reduced algebraic variety and D a Weil divisor on X. The pair (X,D) is said to be sem...
Abstract. We show that any locally finite abelian variety is generated by a finite algebra. We solve...
AbstractThe main purpose of this article in some sense is to illustrate the manner in which the clas...
Liendo, A (Liendo, Alvaro). Univ Talca, Inst Matemat & Fis, Talca, ChileWe propose a method to comp...
We prove that in the unramified case, local models of Shimura varieties with Iwahori level structure...
AbstractWe recall the basic geometric properties of the full lattice variety, the projective variety...
An open cover $O $ of atopological space $X $ is normal if there is asequence $\{\mathcal{U}_{n}\} $...
textThis thesis consists of three chapters. Chapter 1 explains how the research problems considered ...
Add to ORKG