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Torsion units for some almost simple groupsGildea, Joe · Czechoslovak Mathematical Journal · 2016
ZASSENHAUS CONJECTURE FOR INTEGRAL GROUP RING OF SIMPLE LINEAR GROUPSGILDEA, JOE · Journal of Algebra and Its Applications · 2013
Torsion units in the integral group ring of PSL(3, 4)Gildea, Joe; Tylyshchak, Alexander · Journal of Algebra and Its Applications · 2016
UNITARY UNITS OF THE GROUP ALGEBRA 𝔽<sub>2<sup>k</sup></sub>Q<sub>8</sub>CREEDON, LEO; GILDEA, JOE · 2009
UNITS OF THE GROUP ALGEBRA 𝔽<sub>2</sub>κ(C<sub>2</sub> × D<sub>8</sub>)GILDEA, JOE · 2011
Constructions for self-dual codes induced from group ringsGildea, Joe; Kaya, Abidin; Taylor, Rhian; Yildiz, Bahattin · Finite Fields and Their Applications · 2018
Torsion units for a Ree group, Tits group and a Steinberg triality groupGildea, Joe · Rendiconti del Circolo Matematico di Palermo (1952 -) · 2016
INTEGRABLE SYSTEMS IN SYMPLECTIC GEOMETRYASADI, E.; SANDERS, J. A. · Glasgow Mathematical Journal · 2009
CONSISTENCY CONDITIONS FOR DIMER MODELSBOCKLANDT, RAF · Glasgow Mathematical Journal · 2012
ON MINIMAL SUBGROUPS OF FINITE GROUPSASAAD, M. · Glasgow Mathematical Journal · 2009
Almost nilpotent Lie algebrasTowers, David A. · Glasgow Mathematical Journal · 1987
A generalized Drazin inverseKoliha, J. J. · Glasgow Mathematical Journal · 1996
WEYLS THEOREM FOR TENSOR PRODUCTSSONG, YEONG-MOO; KIM, AN-HYUN · Glasgow Mathematical Journal · 2004
Regular ω-semigroupsMunn, W. D. · Glasgow Mathematical Journal · 1968
Lacunarity of Dedekind η-productsGordon, Basil; Robins, Sinai · Glasgow Mathematical Journal · 1995