Tim Penttila
University of Western Australia, Australia
Department of Computer Science
University of Western Australia
Nedlands, WA 6907
AUSTRALIA
Phone: +61 8 9380 3227
Email: penttila@maths.uwa.edu.au
- Research Interests - Geometry, algebra and combinatorics
and their applications, including the theory of error-correcting
codes and cryptology.
- Other Academic Intersets: - Theoretical computer
science and mathematical physics.
Flock Related References
- T. Penttila.
Regular cyclic BLT-sets. Submitted to the proceedings of
Combinatorics '98.
- 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.
- T. Penttila and C.M. O'Keefe.
Groups of flock quadrangles.
- T. Penttila and L. Storme.
Monomial flocks and ovals.
J.C.T.
submitted.
- C.M. O'Keefe and T. Penttila.
Characterisations of flock quadrangles.
submitted.
-
T. Penttila, and G. Royle. BLT-sets over small fields.
Australasian Journal of Combinatorics, 17:295-307, 1998.
- W. Cherowitzo, T. Penttila, I Pinneri, and G. Royle.
Flocks and Ovals.
Geom. Dedicata, 60:17-37, 1996.
- S.E. Payne, T. Penttila, and I. Pinneri.
Isomorphisms between Subiaco q-clan geometries.
Bull. Belgian Math. Soc., 2:197-222, 1995.
- C.M. O'Keefe and T. Penttila.
Hyperovals in PG(2,16).
European J. Combin., 12:51-59, 1991.
- C.M. O'Keefe and T. Penttila.
Polynomials for Hyperovals of Desarguesian Planes.
J. Austal. Math. Soc. (Series A), 51:436-447, 1991.
- C.M. O'Keefe and T. Penttila.
Polynomials Representing Hyperovals.
Research Report 26, Department of Mathematics, University of Western
Australia, June 1989.
