Search Results - "Spink, Hunter"

Multiplicative structures and random walks in o-minimal groups by Spink, Hunter

“…We prove structure theorems for o-minimal definable subsets S ⊂ G of definable groups containing large multiplicative structures, and show definable groups do…”
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Motive of the moduli stack of rational curves on a weighted projective stack by Park, Jun–Yong, Spink, Hunter

“…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…”
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Algebraic and o-Minimal Flows Beyond the Cocompact Case by Dembner, Spencer, Spink, Hunter

“…Abstract Let $X \subset \mathbb{C}^{n}$ be an algebraic variety, and let $\Lambda \subset \mathbb{C}^{n}$ be a discrete subgroup whose real and complex spans…”
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Tautological classes of matroids by Berget, Andrew, Eur, Christopher, Spink, Hunter, Tseng, Dennis

“…We introduce certain torus-equivariant classes on permutohedral varieties which we call “tautological classes of matroids” as a new geometric framework for…”
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Judiciously 3‐partitioning 3‐uniform hypergraphs by Spink, Hunter, Tiba, Marius

“…Bollobás, Reed, and Thomason proved every 3‐uniform hypergraph ℋ with m edges has a vertex‐partition V()=V1⊔V2⊔V3 such that each part meets at least 13(1−1e)m…”
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Log-concavity of matroid h-vectors and mixed Eulerian numbers by Berget, Andrew, Spink, Hunter, Tseng, Dennis

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Sets in Zk with doubling 2k + δ are near convex progressions by van Hintum, Peter, Spink, Hunter, Tiba, Marius

“…For δ>0 sufficiently small and A⊂Zk with |A+A|≤(2k+δ)|A|, we show either A is covered by mk(δ) parallel hyperplanes, or satisfies |coˆ(A)∖A|≤ckδ|A|, where…”
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Sets in Z k with doubling 2  + δ are near convex progressions by van Hintum, Peter, Spink, Hunter, Tiba, Marius

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Sharp quantitative stability of the planar Brunn–Minkowski inequality by van Hintum, Peter, Spink, Hunter, Tiba, Marius

“…We prove a sharp stability result for the Brunn–Minkowski inequality for A,B\subset\mathbb{R}^2 . Assuming that the Brunn–Minkowski deficit…”
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Sharp stability of Brunn–Minkowski for homothetic regions by van Hintum, Peter, Spink, Hunter, Tiba, Marius

“…We prove a sharp stability result concerning how close homothetic sets attaining near-equality in the Brunn–Minkowski inequality are to being convex. In…”
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Signed permutohedra, delta‐matroids, and beyond by Eur, Christopher, Fink, Alex, Larson, Matt, Spink, Hunter

“…We establish a connection between the algebraic geometry of the type B$B$ permutohedral toric variety and the combinatorics of delta‐matroids. Using this…”
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Sharp L1 Inequalities for Sup-Convolution by van Hintum, Peter, Spink, Hunter, Tiba, Marius

“…Discrete Analysis 2023:7 Given a compact convex domain $C\subset \mathbb{R}^k$ and bounded measurable functions $f_1,\ldots,f_n:C\to \mathbb{R}$, define the…”
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Sharp $L^1$ Inequalities for Sup-Convolution by Hunter Spink, Marius Tiba, Peter van Hintum

“…Sharp $L^1$ Inequalities for Sup-Convolution, Discrete Analysis 2023:7, 16 pp. Let $f$ and $g$ be two real-valued functions defined on a compact convex subset…”
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Symmetric Chain Decompositions of Products of Posets with Long Chains by David, Stefan, Spink, Hunter, Tiba, Marius

“…We ask if there exists a symmetric chain decomposition of the cuboid $Q_k \times n$ such that no chain is taut, i.e. no chain has a subchain of the form…”
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Applications of Combinatorics to Problems of Geometry by Spink, Hunter

“…This thesis concerns applications of combinatorics to problems of geometry. Combinatorics and geometry are almost antipodal in the world of mathematics…”
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Multiplicative structures and random walks in o-minimal groups by Spink, Hunter

“…We prove structure theorems for o-minimal definable subsets $S\subset G$ of definable groups containing large multiplicative structures, and show definable…”
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Algebraic and o-minimal flows beyond the cocompact case by Dembner, Spencer, Spink, Hunter

“…Let $X \subset \mathbb{C}^n$ be an algebraic variety, and let $\Lambda \subset \mathbb{C}^n$ be a discrete subgroup whose real and complex spans agree. We…”
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Modified diagonals and linear relations between small diagonals by Spink, Hunter

“…We prove that the vanishings of the modified diagonal cycles of Gross and Schoen govern the $\mathbb{Z}$-linear relations between small $m$-diagonals…”
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The geometry of quasisymmetric coinvariants by Nadeau, Philippe, Spink, Hunter, Tewari, Vasu

“…We develop a quasisymmetric analogue of the theory of Schubert cycles, building off of our previous work on a quasisymmetric analogue of Schubert polynomials…”
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Schubert polynomial expansions revisited by Nadeau, Philippe, Spink, Hunter, Tewari, Vasu

“…We give an elementary approach utilizing only the divided difference formalism for obtaining expansions of Schubert polynomials that are manifestly…”
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