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Cogent Mathematics & Statistics Volume 5, 2018 - Issue 1
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Research Article

The 2 x n seating derangements

Monrudee SirivoravitDepartment of mathematics, Faculty of science, Kasetsart University, Bangkok, ThailandView further author information
&
Utsanee LeerawatDepartment of mathematics, Faculty of science, Kasetsart University, Bangkok, ThailandCorrespondence[email protected]
ORCID Iconhttps://orcid.org/0000-0001-8283-2596View further author information
ORCID Icon |
Hari M. SrivastavaUniversity of Victoria, CanadaView further author information
(Reviewing editor)
Article: 1492887 | Received 17 Apr 2018, Accepted 11 Jun 2018, Published online: 29 Jul 2018

References

  • Honsberger, R. (1997). In Polya’s footsteps: Miscellaneous problems and essays, Dolciani mathematical exposition number 19. MAA, New york, USA.
  • Kennedy, R. E., & Cooper, C. (1993). Variation on a five - by - five seating rearrangement problem (pp. 59–67). Mathematics in College. Fall-Winter, New York.
  • Otake, T., Kennedy, R. E., & Cooper, C. (1996). On a seating rearrangement problem. Mathematics and informatics quarterly, 52, 63–71.

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