Linear groups with orders having certain large prime divisors R Guralnick, T Penttila, CE Praeger, J Saxl
Proceedings of the London Mathematical Society 78 (1), 167-214, 1999
155 1999 Ovoids of parabolic spaces T Penttila, B Williams
Geometriae Dedicata 82, 1-19, 2000
128 2000 Flocks and ovals W Cherowitzo, T Penttila, I Pinneri, GF Royle
Geometriae Dedicata 60, 17-37, 1996
120 1996 Tight sets and m-ovoids of finite polar spaces J Bamberg, S Kelly, M Law, T Penttila
Journal of Combinatorial Theory, Series A 114 (7), 1293-1314, 2007
111 2007 Hemisystems on the Hermitian surface A Cossidente, T Penttila
Journal of the London Mathematical Society 72 (3), 731-741, 2005
96 2005 Sets of type (m, n ) in the affine and projective planes of order nine T Penttila, GF Royle
Designs, Codes and Cryptography 6, 229-245, 1995
90 1995 Ovoids ofPG (3, 16) are elliptic quadrics CM O'Keefe, T Penttila
Journal of Geometry 38 (1-2), 95-106, 1990
77 * 1990 Tight sets and m -ovoids of generalised quadrangles J Bamberg, M Law, T Penttila
Combinatorica 29, 1-17, 2009
68 2009 Regular packings of PG (3, q) T Penttila, B William
European Journal of Combinatorics 19 (6), 713-720, 1998
65 1998 Classification of ovoids inPG (3, 32) CM O'Keefe, T Penttila, GF Royle
Journal of Geometry 50, 143-150, 1994
63 1994 Hyperovals in the known projective planes of order 16 T Penttila, GF Royle, MK Simpson
Journal of Combinatorial Designs 4 (1), 59-65, 1996
57 1996 A unified construction of finite geometries associated with q -clans in characteristic 2 WE Cherowitzo, CM O'Keefe, T Penttila
Walter de Gruyter GmbH & Co. KG 3 (1), 1-21, 2003
54 2003 Classification of hyperovals inPG (2,32) T Penttila, GF Royle
Journal of Geometry 50, 151-158, 1994
48 1994 Hyperovals in PG (2, 16) CM O'Keefe, T Penttila
European Journal of Combinatorics 12 (1), 51-59, 1991
48 1991 A new hyperoval inPG (2, 32) CM O'Keefe, T Penttila
Journal of Geometry 44, 117-139, 1992
45 1992 Cameron-Liebler line classes in PG (3,q ) T Penttila
Geometriae Dedicata 37, 245-252, 1991
45 1991 Overgroups of cyclic Sylow subgroups of linear groups J Bamberg*, T Penttila**
Communications in Algebra® 36 (7), 2503-2543, 2008
41 2008 Isomorphisms between Subiaco { SE Payne, T Penttila, I Pinneri
Bulletin of the Belgian Mathematical Society-Simon Stevin 2 (2), 197-222, 1995
39 1995 Ovoids and translation ovals T Penttila, CE Praeger
Journal of the London Mathematical Society 56 (3), 607-624, 1997
38 1997 New families of Q-polynomial association schemes T Penttila, J Williford
Journal of Combinatorial Theory, Series A 118 (2), 502-509, 2011
36 2011 
Cheryl E PraegerEmer. Professor of Mathematics, University of Western AustraliaBestätigte E-Mail-Adresse bei uwa.edu.au
