7 citations · 12 across the 6 of their papers we have counts for
7 papers
Convex Lattice Polygons with Interior Points
Dana Paquin, Elli Sumera, Tri Tran
We study the geometry of convex lattice -gons with boundary lattice points and collinear interior lattice points. We describe a process to construct a primitive la…
Condensed Ricci Curvature on Paley Graphs and their Generalizations
Vincent Bonini, Daniel Chamberlin, Stephen Cook +2
We explore properties of generalized Paley graphs and we extend a result of Lim and Praeger by providing a more precise description of the connected components of disconnected gene…
Fox-Neuwirth-Fuks cells, quantum shuffle algebras, and Malle's conjecture for function fields
Jordan S. Ellenberg, TriThang Tran, Craig Westerland
The purpose of this paper is to prove the upper bound in Malle's conjecture on the distribution of finite extensions of with specified Galois group. As in previou…
Homological stability for configuration spaces of orbifolds
Jeffrey Bailes, TriThang Tran
We prove that homological stability holds for configuration spaces of orbifolds. This builds on the work of Bailes' thesis where he proves that the stabilisation maps are injective…
Homological stability for subgroups of surface braid groups
TriThang Tran
In this paper we prove homological stability for certain subgroups of surface braid groups. Alternatively, this is equivalent to proving homological stability for configurations of…
Homological stability for symmetric complements
Alexander Kupers, Jeremy Miller, TriThang Tran
Conjecture F from [VW12] states that the complements of closures of certain strata of the symmetric power of a smooth irreducible complex variety exhibit rational homological stabi…
Homological stability for coloured configuration spaces and symmetric complements
TriThang Tran
We prove a homological stability theorem for certain complements of symmetric spaces. This is a variant of a conjecture by Vakil and Matchett Wood for subspaces of $\mathrm{Sym}^n(…