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The Last Subconstituent of the Hemmeter Graph
Discrete Mathematics (2008)
  • John S Caughman, IV, Portland State University
  • Elizabeth J. Hart, Penn State University
  • Jianmin Ma, Emory University
Abstract
We prove that when q is any odd prime power, the distance-2 graph on the set of vertices at maximal distance D from any fixed vertex of the Hemmeter graph is isomorphic to the graph of quadratic forms on .
Publication Date
July, 2008
Citation Information
John S Caughman, Elizabeth J. Hart and Jianmin Ma. "The Last Subconstituent of the Hemmeter Graph" Discrete Mathematics Vol. 308 Iss. 14 (2008)
Available at: http://works.bepress.com/john_caughman/4/