Tim Penttila

University of Western Australia, Australia

Department of Computer Science
University of Western Australia
Nedlands, WA 6907

Phone: +61 8 9380 3227
Email: penttila@maths.uwa.edu.au

Flock Related References

  1. T. Penttila. Regular cyclic BLT-sets. Submitted to the proceedings of Combinatorics '98.

  2. S.E. Payne, T. Penttila, and G. Royle. Building a Cyclic q-clan. In Mostly Finite Geometries. Proceedings of a conference in honor of T.G. Ostrom, Marcel Dekker, 1997.

  3. T. Penttila and C.M. O'Keefe. Groups of flock quadrangles.

  4. T. Penttila and L. Storme. Monomial flocks and ovals. J.C.T. submitted.

  5. C.M. O'Keefe and T. Penttila. Characterisations of flock quadrangles. submitted.

  6. T. Penttila, and G. Royle. BLT-sets over small fields. Australasian Journal of Combinatorics, 17:295-307, 1998.

  7. W. Cherowitzo, T. Penttila, I Pinneri, and G. Royle. Flocks and Ovals. Geom. Dedicata, 60:17-37, 1996.

  8. S.E. Payne, T. Penttila, and I. Pinneri. Isomorphisms between Subiaco q-clan geometries. Bull. Belgian Math. Soc., 2:197-222, 1995.

  9. C.M. O'Keefe and T. Penttila. Hyperovals in PG(2,16). European J. Combin., 12:51-59, 1991.

  10. C.M. O'Keefe and T. Penttila. Polynomials for Hyperovals of Desarguesian Planes. J. Austal. Math. Soc. (Series A), 51:436-447, 1991.

  11. C.M. O'Keefe and T. Penttila. Polynomials Representing Hyperovals. Research Report 26, Department of Mathematics, University of Western Australia, June 1989.