225 citations · 315 across the 13 of their papers we have counts for
14 papers
Toric and tropical Bertini theorems in positive characteristic
Francesca Gandini, Milena Hering, Diane Maclagan +4
We generalize the toric Bertini theorem of Fuchs, Mantova, and Zannier to positive characteristic. A key part of the proof is a new algebraically closed field containing the field…
Stability of tangent bundles on smooth toric Picard-rank-2 varieties and surfaces
Milena Hering, Benjamin Nill, Hendrik Süß
We give a combinatorial criterion for the tangent bundle on a smooth toric variety to be stable with respect to a given polarisation in terms of the corresponding lattice polytope.…
Toric degenerations of Gr(2,n) and Gr(3,6) via plabic graphs
Lara Bossinger, Xin Fang, Ghislain Fourier +2
We establish an explicit bijection between the toric degenerations of the Grassmannian arising from maximal cones in tropical Grassmannians and the ones coming f…
Diagonal splittings of toric varieties and unimodularity
Jed Chou, Milena Hering, Sam Payne +2
We use a polyhedral criterion for the existence of diagonal splittings to investigate which toric varieties X are diagonally split. Our results are stated in terms of the vector co…
An algebraic characterization of injectivity in phase retrieval
Aldo Conca, Dan Edidin, Milena Hering +1
A complex frame is a collection of vectors that span and define measurements, called intensity measurements, on vectors in . In purely mathematical ter…
The ring of evenly weighted points on the line
Milena Hering, Benjamin Howard
Let $M_w = (\Pj^1)^n \q \mathrm{SL}_2$ denote the geometric invariant theory quotient of $(\Pj^1)^n$ by the diagonal action of using the line bundle $\mathcal{O}(w_…