List of publications
Refereed journal articles
Groups that together
with any transformation generate regular semigroups or idempotent
generated semigroups. Submitted. arxiv.org/math.GR/09110445
(with J Araujo and JD Mitchell)
The
Rank of the
Endomorphism Monoid of a Partition. Semigroup Forum. 78(3),
pages 498-510, 2009. arxiv.org/0807.1214
(with J Araujo)
Elation generalized quadrangles for
which the number of lines on a point is the successor of a prime.
J. Austral. Math. Soc. (Series A).
85(3),
pages, 289-303, 2008.
arxiv.org/0709.0800
(with J Bamberg
and T Penttila)
Primitive
flag-transitive generalized hexagons and octagons. J. Combin. Theory Ser. A. 115(8),
pages 1436-1455, 2008. arXiv.org/0704.2845
(with H Van Maldeghem)
Intransitive
Cartesian
decompositions preserved by innately transitive permutation groups.
Trans. Amer. Math.
Soc. 360(2), pages
743-764, 2008. arXiv.org/math.GR/0405241
(with CE Praeger
and RW Baddeley)
Three types of
inclusions of innately
transitive
permutation groups into wreath products in product action. Israel J. Math. 158,
pages 65-104, 2007. arXiv.org/math.GR/0406600
[ZB05186232]
(with CE
Praeger)
Quasiprimitive
groups and
blow-up decompositions. J. Algebra. 311(1),
337--351, 2007. arXiv.org/math.GR/0409449
[MR2309892]
[ZB1120.20001]
[citations] (with RW Baddeley and CE
Praeger)
The
derived
series of a finite p-group.
J. Algebra. 307(1),
pages 136-152, 2007. arXiv.org/math.GR/0510220
[MR2278046]
[ZB1111.20024]
The k-star property
for permutation groups. Thai J. Math. 4(2), pages
251--256, 2006. (with R Clough
and CE Praeger)
Small
derived quotients
in finite p-groups. Publ.
Math. Debrecen. 69(3),
pages 373-378, 2006. arXiv.org/math.GR/0510223
[MR2273990]
[ZB05150127]
Innately
transitive subgroups of wreath
products
in product action. Trans.
Amer. Math. Soc. 358, pages
1619-1641, 2006.
arXiv.org/math.GR/0312352
[MR2186989]
[ZB02242547]
[citations] (with CE Praeger
and
RW Baddeley)
A
computer-based approach
to the classification of nilpotent Lie algebras. Experiment. Math. 14(2),
pages 153-160, 2005. arXiv.org/math.RA/0406365
[MR2169519]
[ZB02233635]
[citations]
Identifying
Cartesian decompositions
preserved
by transitive permutation groups. Algebra
Colloq. 11(1), pages 1-10, 2004. arXiv:math.GR/0306039
[MR2058960]
[ZB1069.20002]
[citations] (with CE Praeger
and
RW Baddeley)
Transitive
simple
subgroups of wreath products in product action. J. Austral. Math. Soc.
77(1),
pages 55-72, 2004.
arXiv:math.GR/0210057
[MR2069025]
[ZB02147197]
[citations] (with CE Praeger
and
RW Baddeley)
Groups
of prime-power order with a small second derived quotient.
J. Algebra, 266(2),
pages 539-551, 2003. arXiv:math.GR/0301078
[MR1995127]
[ZB01975854]
[citations]
Ordered triple
designs and wreath
products
of groups. In Darlene R. Goldstein and Sandrine Dudoit (Eds), Science
and Statistics: A Festschrift for Terry Speed. IMS Lecture Notes --
Monograph
Series, Volume 40, 2003. [download pdf]
[MR2004334]
(with CE Praeger)
Factorisations
of characteristically simple groups. J.
Algebra. 255(1),
pages 198--220, 2002. [download pdf] [MR1935043]
[ZB01868000]
(with CE Praeger)
The
Entropy of Graded Algebras.
J. Algebra. 223(1),
pages 85-100, 2000. [download pdf]
[MR
2001c:16078]
[ZB0963.16046]
[citations] (with MF Newman and A Shalev)
On the derived
subgroup of a finite p-group. Austral.
Math. Soc. Gazette 26(5), pages 232-237, 1999. [download pdf] [MR1732624]
[ZB0947.20017]
[citations]
On the soluble
length of groups with
prime-power
order.
Bull.
Austral. Math. Soc. 59(2), pages 343-346, 1999. [download pdf] [MR2000b:3A20021]
[ZB0981.20016]
[citations] (with S
Evans-Riley,
MF Newman)
Computing
Nilpotent Quotients in
Finitely
Presented Lie Rings. Discrete
Mathematics & Theoretical Computer Science. 1(1),
pages
1-16, 1997. [download
pdf] [MR98m:3A17003]
[ZB0976.17001]
[citations]
Other articles
Thesis
Some
results on the derived
series
of finite p-groups. PhD Thesis, The Australian National University,
2000.
[download pdf] [citations]
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Software
- LieAlgDB GAP4 package: a database
of Lie algebras
- ska-0.1: an experimental implementation
of the
Solovay-Kitaev Algorithm.
- Sophus package
for GAP 4 to compute in
nilpotent Lie
algebras. [citations]
- Nilpotent Lie algebras of dimension at most 9 over GF(2)
and those of
dimension
at most 7 over GF(3) and GF(5) can be found following this
link.
- LAGUNA GAP 4 package for computing in
modular
group algebras [citations]
Lectures & Seminars
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