Citations of

(with R. Stanley) Derangements on the n-cube, Discrete Math., 115 (1993) 65–75.

  1. C.G. Bailey and J.S. Oliveira, Enumerating the derangements an n-cube via M?bius inversion, arXiv:0902.0937, 2009.

  2. S. Bajnok and S. Shahriari, Long symmetric chains in the Boolean lattice, J. Combin. Theory Ser.A, 75 (1996) 44-54.

  3. Larry Cusick and Oscar Vega, Finite Groups of Derangements on the n-Cube II, to appear in The Electronic Journal of Combinatorics.

  4. Elizabeth A. Donovan, Various parameters of subgraphs and supergraphs of the hypercube, Mathematics Dissertations in Northeastern University, 2009.

  5. M.R. Emamy-K, A geometric connection to threshold logic via cubical Lattices, Annals of Operations Research, 2009.

  6. Gary Gordon and Elizabeth Mcmahon, Moving faces to other places: Facet derangements, American Mathematical Monthly, 117 (2010) 865-880.

  7. Jerrold R. Griggs, Rota's Impact on Matching Theory and Cubical Lattices, Article.

  8. M. Ramras, Congestion-free optimal routings of hypercube automorphisms, SIAM J. Discrete Math., 10 (1997) 201-208.

  9. Victor Reiner, Signed Permutation Statistics and Cycle Type, European J. Combin., 14 (1993) 569-579.

  10. B. Zgrablic, On quasiabelian Cayley graphs and graphical doubly regular representations, Discrete Math., 244 (2002) 495-519.

back to homepage