Factorizations of complete multipartite graphs into generalized cubes

@article{ElZanati2000FactorizationsOC,
  title={Factorizations of complete multipartite graphs into generalized cubes},
  author={Saad El-Zanati and Charles Vanden Eynden},
  journal={Journal of Graph Theory},
  year={2000},
  volume={33},
  pages={144-150}
}
For a positive integer d, the usual d-dimensional cube Qd is defined to be the graph (K2), the Cartesian product of d copies of K2. We define the generalized cube Q(Kk, d) to be the graph (Kk) for positive integers d and k. We investigate the decomposition of the complete multipartite graph Kkj×kn−j into factors that are vertex-disjoint unions of… CONTINUE READING