19 citations · 26 across the 7 of their papers we have counts for
7 papers
Proving exact values for the -limited broadcast domination number on grid graphs
Aaron Slobodin, Gary MacGillivray, Wendy Myrvold
We establish exact values for the -limited broadcast domination number of various grid graphs, in particular for and all , $P_m \squa…
2-limited broadcast domination on grid graphs
Aaron Slobodin, Gary MacGillivray, Wendy Myrvold
We establish upper and lower bounds for the 2-limited broadcast domination number of various grid graphs, in particular the Cartesian product of two paths, a path and a cycle, and…
Properties, Proved and Conjectured, of Keller, Mycielski, and Queen Graphs
Witold Jarnicki, Wendy Myrvold, Peter Saltzman +1
We prove several results about three families of graphs. For queen graphs, defined from the usual moves of a chess queen, we find the edge-chromatic number in almost all cases. In…
On the edge-reconstruction number of a tree
Kevin Asciak, Josef Lauri, Wendy Myrvold +1
The edge-reconstruction number ern of a graph is equal to the minimum number of edge-deleted subgraphs of which are sufficient to determine up to isomorphsim…
Computational determination of (3,11) and (4,7) cages
Geoffrey Exoo, Brendan D. McKay, Wendy Myrvold +1
A (k,g)-graph is a k-regular graph of girth g, and a (k,g)-cage is a (k,g)-graph of minimum order. We show that a (3,11)-graph of order 112 found by Balaban in 1973 is minimal and…
The special cuts of 600-cell
Mathieu Dutour Sikirić, Wendy Myrvold
A polytope is called {\em regular-faced} if every one of its facets is a regular polytope. The 4-dimensional regular-faced polytopes were determined by G. Blind and R. Blind \cite{…
The obstructions for toroidal graphs with no 's
Andrei Gagarin, Wendy Myrvold, John Chambers
Forbidden minors and subdivisions for toroidal graphs are numerous. We consider the toroidal graphs with no -subdivisions that coincide with the toroidal graphs with no $K…