activity
20172024
most cited-Hypergeometric Modules and Gauss--Manin Systems

6 citations · 10 across the 6 of their papers we have counts for

collaborators

6 papers

math.AG2024

A new formulation of regular singularity

Avi Steiner

We provide an alternative definition for the familiar concept of regular singularity for meromorphic connections. Our new formulation does not use derived categories, and it also a…

math.AG2023

Quatroids and Rational Plane Cubics

Taylor Brysiewicz, Fulvio Gesmundo, Avi Steiner

It is a classical result that there are (irreducible) rational cubic curves through generic points in , but little is known about the non-generi…

math.AG2022

Tautological systems, homogeneous spaces and the holonomic rank problem

Paul Görlach, Thomas Reichelt, Christian Sevenheck +2

Many hypergeometric differential systems that arise from a geometric setting can be endowed with the structure of mixed Hodge modules. We generalize this fundamental result to the…

hep-lat2021

Monte Carlo simulations of phonon propagation in the Fermi-sea of Weyl spinors and detection of hysteresis effects using Groupoids

Sadataka Furui, Serge Dos Santos

We considered symplectic quaternions sitting on a lattice in momentum space which interact with nearest neighbor interactions. The action is expressed by fixed point actio…

math.AG2018★ 4 cited

Dualizing, projecting, and restricting GKZ systems

Avi Steiner

Let be an integer matrix, and assume that its semigroup ring is normal. Fix a face of the cone of . We show that the projection and restriction…

math.AG2017★ 6 cited

-Hypergeometric Modules and Gauss--Manin Systems

Avi Steiner

Let be a by integer matrix. Gel'fand et al. proved that most -hypergeometric systems have an interpretation as a Fourier--Laplace transform of a direct image. The se…