18 citations · 27 across the 21 of their papers we have counts for
33 papers
Toric Representation Type of the Veronese Surface
Yeonjae Hong, Sukmoon Huh
In this article we determine the toric representation type of the Veronese surface . Based on Klyachko filtrations, we introduce an ex…
Virtual Poincare polynomial of moduli space of semistable sheaves of rank two on reducible curves
Sukmoon Huh, Dongsun Lim, Sang-Bum Yoo
The main purpose of this paper is to give an explicit description of the moduli space of semistable sheaves of rank two on a stable curve C obtained by gluing two smooth curves at…
Counting aCM Toric Bundles of Rank Two on the Veronese Surface
Yeonjae Hong, Sukmoon Huh
We define the isomorphism classes of torus-equivariant rank 2 arithmetically Cohen-Macaulay (aCM) vector bundles on the Veronese surface, up to a twist by the hyperplane class, and…
Net logarithmic tangent sheaves of complete intersections
Sukmoon Huh, Min-gyo Jeong
The main purpose of this paper is to define the {\it net logarithmic tangent sheaf}, as a generalization of the logarithmic tangent sheaf introduced by P.~Deligne, over the field o…
Logarithmic vector bundles on the blown-up surface
Sukmoon Huh, Min-Gyo Jeong
We study the logarithmic vector bundles associated to arrangements of smooth irreducible curves with small degree on the blow-up of the projective plane at one point. We then inves…
Generalized logarithmic sheaf on smooth projective surfaces
Sukmoon Huh, Simone Marchesi, Joan Pons-Llopis +1
We define the notion of generalized logarithmic sheaves on a smooth projective surface, associated to a pair consisting of a reduced curve and some fixed points on it. We then set…