Browsing "School of Mathematical Sciences" by Author Jackson, W.

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Showing results 1 to 18 of 18
PreviewIssue DateTitleAuthor(s)
2014A characterisation of tangent subplanes of PG(2, q³)Barwick, S.; Jackson, W.
2005A general approach to robust web meteringBarwick, S.; Jackson, W.; Martin, K.
2007A sequence approach to linear perfect hash familiesBarwick, S.; Jackson, W.
2005An optimal multisecret threshold scheme constructionBarwick, S.; Jackson, W.
2015Characterising pointsets in PG(4,q) that correspond to conicsBarwick, S.; Jackson, W.
1998Combinatorial models for perfect secret sharing schemesJackson, W.; Martin, K.
2011Conics and capsBarwick, S.; Jackson, W.; Quinn, C.
2016Exterior splashes and linear sets of rank 3Barwick, S.; Jackson, W.
2008Geometric constructions of optimal linear perfect hash familiesBarwick, S.; Jackson, W.
2004Geometrical contributions to secret sharing theoryJackson, W.; Martin, K.; O'Keefe, C.
2004Optimal linear perfect hash families with small parametersBarwick, S.; Jackson, W.; Quinn, C.
2006Optimal updating of ideal threshold schemesBarwick, S.; Jackson, W.; Martin, K.; O'Keefe, C.
2007Projective aspects of the AES inversionJackson, W.; Murphy, S.
1995Review of Quattrocchi, G., Path designs P(v,3,1) and P(v,4,1) with ovalsJackson, W.
2002Size of broadcast in threshold schemes with disenrollmentBarwick, S.; Jackson, W.; Martin, K.; Wild, P.; Batten, L.; Seberry, J.
2012Sublines and subplanes of PG(2,q³) in the Bruck–Bose representation in PG(6,q)Barwick, S.; Jackson, W.
2015The tangent splash in PG (6, q)Barwick, S.; Jackson, W.
2005Updating the parameters of a threshold scheme by minimal broadcastBarwick, S.; Jackson, W.; Martin, K.