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20072026
most citedCalculating Heegaard-Floer Homology by Counting Lattice Points in Tetrahedra

14 citations · 53 across the 54 of their papers we have counts for

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Showing 2018 · math.AGShow all

6 papers · 2 filters

math.AG2018

Sects

Aram Bingham, Mahir Bilen Can

By explicitly describing a cellular decomposition we determine the Borel invariant cycles that generate the Chow groups of the quotient of a reductive group by a Levi subgroup. For…

math.AG2018

Diagonal Orbits in a Type A Double Flag Variety of Complexity One

Mahir Bilen Can, Tien Le

We continue our study of the inclusion posets of diagonal -orbit closures in a product of two partial flag varieties. We prove that, if the diagonal action is of complexity…

math.AG2018

A Filtration on Equivariant Borel-Moore Homology

Aram Bingham, Mahir Bilen Can, Yıldıray Ozan

Let be a homogeneous variety, and let be a -equivariant embedding of such that the number of -orbits in is finite. We show that the equivariant Borel-Moore…

math.AG2018

Toroidal Schubert Varieties

Mahir Bilen Can, Reuven Hodges, Venkatramani Lakshmibai

Levi subgroup actions on Schubert varieties are studied. In the case of partial flag varieties, the horospherical actions are determined. This leads to a characterization of the to…

math.AG2018

Ansatz for

Soumya Dipta Banerjee, Mahir Bilen Can, Adriano Garsia

We construct a special family of equivariant coherent sheaves on the Hilbert scheme on -points in the affine plane. The equivariant Euler characteristic of these sheaves are clo…

math.AG2018

Sphericality and Smoothness of Schubert Varieties

Mahir Bilen Can, Reuven Hodges

We consider the action of the Levi subgroup of a parabolic subgroup that stabilizes a Schubert variety. We show that a smooth Schubert variety is a homogeneous space for a paraboli…