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Original Articles

On the Normal Structure of NonCommutative Association Schemes of Rank 6

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Pages 1143-1170 | Received 01 Sep 2014, Published online: 01 Feb 2016

REFERENCES

  • Drabkin, B., French, C. (2015). On a class of non-commutative imprimitive association schemes of rank 6. Comm. Algebra 43:4008–4041.
  • French, C. (2013). A computational note on Peisert's exceptional 𝒫*-graph on 81 vertices. Preprint.
  • Gorenstein, D. (1968). Finite Groups. New York: Harper & Row.
  • Hanaki, A., Zieschang, P.-H. (2014). Representation theory of imprimitive non-commutative association schemes of order 6. Comm. Algebra 42:1151–1199.
  • Mathon, R. (1988). On self-complementary strongly regular graphs. Discrete Math. 69:263–281.
  • Peisert, W. (2001). All self-complementary symmetric graphs. J. Algebra 240:209–229.
  • Zieschang, P.-H. (2005). Theory of Association Schemes. Springer Monographs in Mathematics, Berlin Heidelberg New York.
  • Zieschang, P.-H. (2006). The exchange condition for association schemes. Israel J. Math. 151:357–379.

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