William Q. Erickson

activity

20202026

most citedA generalization for the expected value of the earth mover's distance

6 citations · 8 across the 17 of their papers we have counts for

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Showing 2024Show all

3 papers · 1 filter

math.CO2024

Homometric subsets of $Z_{n}$ with cardinality 5: classification and enumeration

William Q. Erickson, Nicholas B. Jones

Two subsets of $Z_{n}$ are said to be homometric if they have the same multiset of pairwise cyclic (i.e., Lee) distances. Homometric subsets necessarily have the same cardin…

math.CO2024

The Demazure product extended to biwords

William Q. Erickson

The symmetric group $S_{n}$ (and more generally, any Coxeter group) admits an associative operation known as the Demazure product. In this paper, we first extend the Demaz…

math.ST2024

Expected value and a Cayley-Menger type formula for the generalized earth mover's distance

William Q. Erickson

The earth mover's distance (EMD), also known as the 1-Wasserstein metric, measures the minimum amount of work required to transform one probability distribution into another. The E…

Homometric subsets of Zn​ with cardinality 5: classification and enumeration

The Demazure product extended to biwords

Expected value and a Cayley-Menger type formula for the generalized earth mover's distance

Homometric subsets of $Z_{n}$ with cardinality 5: classification and enumeration