Anne Marie Loftin

most citedSets in

R^{d}

determining

k

taxicab distances

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

collaborators

2 papers

math.CO2019

Lattice Configurations Determining Few Distances

Vajresh Balaji, Olivia Edwards, Anne Marie Loftin +4

We begin by revisiting a paper of Erdős and Fishburn, which posed the following question: given $k \in N$ , what is the maximum number of points in a plane that determine at…

math.CO2019★ 1 cited

Sets in $R^{d}$ determining $k$ taxicab distances

Vajresh Balaji, Olivia Edwards, Anne Marie Loftin +4

We address an analog of a problem introduced by Erdős and Fishburn, itself an inverse formulation of the famous Erdős distance problem, in which the usual Euclidean distance is rep…

Lattice Configurations Determining Few Distances

Sets in Rd determining k taxicab distances

Sets in $R^{d}$ determining $k$ taxicab distances