activity
20152021
most citedFaithful Actions from Hyperplane Arrangements

10 citations · 13 across the 5 of their papers we have counts for

collaborators

8 papers

math.AG2021★ 2 cited

Prime thick subcategories on elliptic curves

Yuki Hirano, Genki Ouchi

We classify all prime thick subcategories in the derived category of coherent sheaves on elliptic curves, and determine the Serre invariant locus of Matsui spectrum of derived cate…

math.AG2020

Equivariant Tilting Modules, Pfaffian Varieties and Noncommutative Matrix Factorizations

Yuki Hirano

We show that equivariant tilting modules over equivariant algebras induce equivalences of derived factorization categories. As an application, we show that the derived category of…

math.AG2019

Stability Conditions for 3-fold Flops

Yuki Hirano, Michael Wemyss

Let be a 3-fold flopping contraction, where has at worst Gorenstein terminal singularities and is complete local. We describe the space of B…

math.AG2018★ 1 cited

Derived factorization categories of non-Thom--Sebastiani-type sums of potentials

Yuki Hirano, Genki Ouchi

We first prove semi-orthogonal decompositions of derived factorization categories arising from sums of potentials of gauged Landau-Ginzburg models, where the sums are not necessari…

math.AG2017

Relative singular locus and Balmer spectrum of matrix factorizations

Yuki Hirano

For a separated Noetherian scheme with an ample family of line bundles and a non-zero-divisor of a line bundle on , we classify certain thick subcategories…

math.AG2016★ 10 cited

Faithful Actions from Hyperplane Arrangements

Yuki Hirano, Michael Wemyss

We show that if is a smooth quasi-projective -fold admitting a flopping contraction, then the fundamental group of an associated simplicial hyperplane arrangement acts faith…