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Structural Properties of m-Ary n-Dimensional Hypercubes

  • Saranya Anantapantula,
  • Eddie Cheng,
  • László Lipták

摘要

The m-ary n-dimensional hypercube is a generalization of the hypercube when \(m=2\) . In this paper, we study the structural properties of m-ary n-dimensional hypercube by considering the structure of the resulting graph when up to approximately \(3n(m-1)\) vertices are deleted from it.