activity
20072021
most citedCohomology of toric line bundles via simplicial Alexander duality

28 citations · 29 across the 9 of their papers we have counts for

collaborators

11 papers

math.AG2021

Poncelet's theorem for conics in any position and any characteristic

Shin-Yao Jow, Chia-Tz Liang

Poncelet's theorem states that if there exists an n-sided polygon which is inscribed in a given conic C and circumscribed about another conic D, then there are infinitely many such…

math.AG2019

Asymptotic constructions and invariants of graded linear series

Chih-Wei Chang, Shin-Yao Jow

Let be a complete variety of dimension over an algebraically closed field . Let be a graded linear series associated to a line bundle on , th…

math.AG2019

Demailly's conjecture on Waldschmidt constants for sufficiently many very general points in

Yu-Lin Chang, Shin-Yao Jow

Let be a finite set of points in the projective space over an algebraically closed field . For each positive integer , let denote the smallest…

math.AG2016★ 1 cited

On the principally polarized abelian varieties that contain m-minimal curves

Shin-Yao Jow, Adrien Sauvaget, Hacen Zelaci

In this paper, we study principally polarized abelian varieties of dimension that contain a curve such that the class of is times the minimal class. Welt…

math.AG2015

Fano varieties with finitely generated semigroups in the Okounkov body construction

Shin-Yao Jow

The Okounkov body is a construction which, to an effective divisor D on an n-dimensional algebraic variety X, associates a convex body in the n-dimensional Euclidean space R^n. It…

math.AG2011

The effective cone of the space of parametrized rational curves in a Grassmannian

Shin-Yao Jow

We determine the effective cone of the Quot scheme parametrizing all rank r, degree d quotient sheaves of the trivial bundle of rank n on P^1. More specifically, we explicitly cons…