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20162025
most citedPebbling on Graph Products and other Binary Graph Constructions

4 citations · 8 across the 4 of their papers we have counts for

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13 papers · 1 filter

math.CO2019

Minimum Coprime Labelings of Generalized Petersen and Prism Graphs

John Asplund, N. Bradley Fox

A coprime labeling of a graph of order is an assignment of distinct positive integer labels in which adjacent vertices have relatively prime labels. Restricting labels to only…

math.CO2018

Enclosings of Decompositions of Complete Multigraphs in -Edge-Connected -Factorizations

John Asplund, Pierre Charbit, Carl Feghali

A decomposition of a multigraph is a partition of its edges into subgraphs . It is called an -factorization if every is -regular and spanning.…

math.CO2018

Pebbling on Directed Graphs with Fixed Diameter

John Asplund, Franklin Kenter

Pebbling is a game played on a graph. The single player is given a graph and a configuration of pebbles and may make pebbling moves by removing 2 pebbles from one vertex and placin…

math.CO2018

Classification of Reconfiguration Graphs of Shortest Path Graphs With No Induced -cycles

John Asplund, Brett Werner

For any graph with , a shortest path reconfiguration graph can be formed with respect to and ; we denote such a graph as . The vertex set of $S(G,…

math.CO2018

Using Block Designs in Crossing Number Bounds

John Asplund, Eva Czabarka, Gregory Clark +6

The crossing number ${\mbox {cr}}(G)$ of a graph is the smallest number of edge crossings over all drawings of in the plane. For any , the -planar crossing…

math.CO2018

with cyclic 2-intersecting Gray codes: or

John Asplund, Melissa Keranen

A is a pair where contains points and contains -element subsets of so that each pair in appears in exactly b…