activity
19992025
most citedAffine and toric hyperplane arrangements

48 citations · 169 across the 41 of their papers we have counts for

collaborators

45 papers

math.CO2025

The toric g-vector of nestohedra

Richard Ehrenborg, Gábor Hetyei, Margaret Readdy

We show the entries of the toric g-vector of any dual simplicial polytope is a nonnegative integer linear combination of its gamma-vector entries. We give combinatorial interpretat…

math.CO2024

On the structure of the d-indivisible noncrossing partition posets

Richard Ehrenborg, Gábor Hetyei

We study the poset of d-indivisible noncrossing partitions introduced by Mühle, Nadeau and Williams. These are noncrossing partitions such that each block and each dual block has c…

cs.DS2023

Optimization Perspectives on Shellsort

Oscar Skean, Richard Ehrenborg, Jerzy W. Jaromczyk

Shellsort is a sorting method that is attractive due to its simplicity, yet it takes effort to analyze its efficiency. The heart of the algorithm is the gap sequence chosen a prior…

math.CO2021

Pizza and 2-structures

Richard Ehrenborg, Sophie Morel, Margaret Readdy

Let be a Coxeter hyperplane arrangement in -dimensional Euclidean space. Assume that the negative of the identity map belongs to the associated Coxeter group .…

math.CO2021★ 1 cited

Sharing pizza in n dimensions

Richard Ehrenborg, Sophie Morel, Margaret Readdy

We introduce and prove the -dimensional Pizza Theorem: Let be a hyperplane arrangement in . If is a measurable set of finite volume, the {pizza…

math.CO2019

A generalization of combinatorial identities for stable discrete series constants

Richard Ehrenborg, Sophie Morel, Margaret Readdy

This article is concerned with the constants that appear in Harish-Chandra's character formula for stable discrete series of real reductive groups, although it does not require any…