THE LEECH LATTICE A AND THE CONWAY GROUP ·O REVISITED von BRAY, John N, CURTIS, Robert T

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The Hall–Paige conjecture, and synchronization for affine and diagonal groups von Bray, John N., Cai, Qi, Cameron, Peter J., Spiga, Pablo, Zhang, Hua

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A new method for recognising Suzuki groups von Bray, John N., Bäärnhielm, Henrik

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On the orders of automorphism groups of finite groups. II von Bray, John N, Wilson, Robert A

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Uniting teacher learning: Collaborative inquiry for professional development von Bray, John N.

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Finding 47:23 in the Baby Monster von Bray, John N., Parker, Richard A., Wilson, Robert A.

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THE LEECH LATTICE Λ AND THE CONWAY GROUP .O REVISITED von BRAY, JOHN N., CURTIS, ROBERT T.

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The Leech lattice \Lambda and the Conway group ·{O} revisited von Bray, John, Curtis, Robert

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Explicit representations of maximal subgroups of the Monster von Bray, John N., Wilson, Robert A.

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Examples of 3-dimensional 1-cohomology for absolutely irreducible modules of finite simple groups von Bray, John N., Wilson, Robert A.

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Certain classical groups are not well-defined von Bray, John N., Holt, Derek F., Roney-Dougal, Colva M.

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An improved method for generating the centralizer of an involution von Bray, J. N.

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Symmetric presentation of the Janko group J4 von Bolt, Sean W., Bray, John N., Curtis, Robert T.

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Symmetric presentation of the Janko group J 4 von Bolt, Sean W., Bray, John N., Curtis, Robert T.

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A new method for recognising Suzuki groups von Bray, John N, Bäärnhielm, Henrik

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Octonions, Albert vectors and the group \(\mathrm{E}_6(F)\) von Bray, John N, Stepanov, Yegor, Wilson, Robert A

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A CHARACTERIZATION OF FINITE SOLUBLE GROUPS BY LAWS IN TWO VARIABLES von BRAY, JOHN N., WILSON, JOHN S., WILSON, ROBERT A.

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Octonions, Albert vectors and the group $\mathrm{E}_6(F) von Bray, John N, Stepanov, Yegor, Wilson, Robert A

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ON THE ORDERS OF AUTOMORPHISM GROUPS OF FINITE GROUPS von BRAY, JOHN N., WILSON, ROBERT A.

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Monomial modular representations and symmetric generation of the Harada–Norton group von Bray, John N., Curtis, Robert T.

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