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On the number of orbits of a group in two permutation actions

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References

  1. P.Cameron, An orbit theorem for Steiner triple systems. Proceedings of 13th British Combinatorial Conference, to appear.

  2. A. R. Camina andD. M. Evans, Some infinite permutation modules. Quart. J. Math. Oxford Ser. (2)42, 15–26 (1991).

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  3. A. R. Camina andJ. Siemons, Intertwining automorphisms in finite incidence structures. Linear Algebra Appl.117, 25–34 (1989).

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  4. A. Wagner, Orbits on finite incidence structures. Sympos. Math. Istit. Naz. Alta Mat.28, 219–229 (1984).

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  1. David M. Evans & Johannes Siemons

    Present address: School of Mathematics, University of East Anglia, NR4 7TJ, Norwich, England

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    1. David M. Evans
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    2. Johannes Siemons
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    Evans, D.M., Siemons, J. On the number of orbits of a group in two permutation actions. Arch. Math 60, 420–424 (1993). https://doi.org/10.1007/BF01202305

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