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- Mara Bovee, Kyle Burke, Craig Tennenhouse
- ArXiv
- 2016

In this paper, we consider combinatorial game rulesets based on data structures normally covered in an undergraduate Computer Science Data Structures course: arrays, stacks, queues, priority queues, sets, linked lists, and binary trees. We describe many rulesets as well as computational and mathematical properties about them. Two of the rulesets, Tower Nim… (More)

- Michael Ferrara, Michael S. Jacobson, Kevin G. Milans, Craig Tennenhouse, Paul S. Wenger
- Journal of Graph Theory
- 2012

For a family F of graphs, a graph G is F-saturated if G contains no member of F as a subgraph, but for any edge uv in G, G + uv contains some member of F as a subgraph. The minimum number of edges in an F-saturated graph of order n is denoted sat(n, F). A subdivision of a graph H, or an H-subdivision, is a graph G obtained from H by replacing the edges of H… (More)

Extremal Graph Theory is the particular subfield of Graph Theory concerned with maximizing and minimizing certain parameters associated with graphs and digraphs. Beginning with Mantel [46] and Ramsey [52], the study of extremal graphs was extended by Turán [56] into edge-maximum clique free graphs. Similar problems, particularly those in this thesis, are… (More)

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