Full Embeddings Of The Finite Dual Split Cayley Hexagons

In this paper we show that, for each prime power q, given an embedding of the finite dual split Cayley hexagon H(q)D in the d-dimensional projective space PG(d, q), d satisfies d ≤ 13. Moreover, if d = 13, then the embedding is unique and we give an explicit description.

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Correspondence to J. A. Thas.

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Thas, J.A., Van Maldeghem, H. Full Embeddings Of The Finite Dual Split Cayley Hexagons. Combinatorica 24, 681–698 (2004). https://doi.org/10.1007/s00493-004-0041-8

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Mathematics Subject Classification (2000):

  • 51E12