Dr John Bray
Lecturer in Pure Mathematics
Email: j.n.bray@qmul.ac.ukTelephone: +44 (0)20 7882 5482Room Number: Queens’ Building, Room: CB203AWebsite: http://www.maths.qmul.ac.uk/~jnb/Office Hours: Wednesday: 2.30 – 3.30pm
Research
Publications
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Bray JN, Baarnhielm H (2017). A new method for recognising Suzuki groups.
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Bray JN, Parker RA, Wilson RA (2016). Finding 47:23 in the Baby Monster.
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Bray JN, Conder MDE, Leedham-Green CR et al. (2011). SHORT PRESENTATIONS FOR ALTERNATING AND SYMMETRIC GROUPS.
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Bray JN, Curtis RT (2010). THE LEECH LATTICE Lambda AND THE CONWAY GROUP .O REVISITED.
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Bray JN, Holt DF, Roney-Dougal CM (2009). Certain classical groups are not well-defined.
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Bray JN, Wilson RA (2008). Examples of 3-dimensional 1-cohomology for absolutely irreducible modules of finite simple groups.
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Bolt SW, Bray JN, Curtis RT (2007). Symmetric presentation of the Janko group J(4).
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Bray JN, Wilson RA (2006). Explicit representations of maximal subgroups of the Monster.
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Bray JN, Wilson RA (2006). On the orders of automorphism groups of finite groups. II.
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Bray JN, Wilson RA (2005). On the orders of automorphism groups of finite groups.
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Bray JN, Wilson JS, Wilson RA (2005). A Characterization of finite soluble groups by laws in two variables.
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Bray JN, Curtis RT, Parker CW et al. (2005). Symmetric presentations for the Fischer groups II: The sporadic groups.
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Bray JN, Curtis RT (2004). Double coset enumeration of symmetrically generated groups.
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Bray JN, Curtis RT (2003). Monomial modular representations and symmetric generation of the Harada-Norton group.
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Bray JN, Curtis RT, Parker CW et al. (2003). Symmetric presentations for the Fischer groups I: the classical groups Sp(6)(2), Sp(8)(2), and 3 center dot O-7(3).
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Bray JN, Suleiman IAI, Walsh PG et al. (2001). Generating maximal subgroups of sporadic simple groups.