Hunter Spink

activity

20172019

most citedIncidence strata of affine varieties with complex multiplicities

1 citations · 2 across the 3 of their papers we have counts for

collaborators

10 papers

math.FA2019★ 1 cited

Sharp quantitative stability of the planar Brunn-Minkowski inequality

Peter van Hintum, Hunter Spink, Marius Tiba

We prove a sharp stability result for the Brunn-Minkowski inequality for $A, B \subset R^{2}$ . Assuming that the Brunn-Minkowski deficit $δ=|A+B|^{\frac{1}{2}}/(|A|^\frac12+|B|…

math.AG2019

Motive of the moduli stack of rational curves on a weighted projective stack

Jun-Yong Park, Hunter Spink

We show the compactly supported motive of the moduli stack of degree $n$ rational curves on the weighted projective stack $P (a, b)$ is of mixed Tate type over any base fie…

math.MG2019

Sharp Stability of Brunn-Minkowski for Homothetic Regions

Peter van Hintum, Hunter Spink, Marius Tiba

We prove a sharp stability result concerning how close homothetic sets attaining near-equality in the Brunn-Minkowski inequality are to being convex. In particular, resolving a con…

math.CO2019

Multicolour chain avoidance in the boolean lattice

Hunter Spink, Marius Tiba

Given a collection of colored chain posets, we estimate the number of colored subsets of the boolean lattice which avoid all chains in the collection.

math.AG2019★ 1 cited

Incidence strata of affine varieties with complex multiplicities

Hunter Spink, Dennis Tseng

To each affine variety $X$ and $m_{1}, \dots, m_{k} \in C$ such that no subset of the $m_{i}$ add to zero, we construct a variety which for $m_{1}, \dots, m_{k} \in N$ special…

math.CO2018

Judiciously 3-partitioning 3-uniform hypergraphs

Hunter Spink, Marius Tiba

Bollobás, Reed and Thomason proved every $3$ -uniform hypergraph $H$ with $m$ edges has a vertex-partition $V (H) = V_{1} ⊔ V_{2} ⊔ V_{3}$ such that each part m…