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Researchers at UCD

John Sheekey

School of Mathematics & Statistics

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Publications

     

Peer Reviewed Journals

Sheekey, J, (2016) 'A new family of linear maximum rank distance codes'. Advances in Mathematics of Communications, . [Details]
Lavrauw, M; Sheekey, J (2016) 'Classification of subspaces in 𝔽2⊗𝔽3F2⊗F3 and orbits in 𝔽2⊗𝔽3⊗𝔽r'. Journal of Geometry, . [Details]
Lavrauw, M; Sheekey, J (2016) 'The BEL-rank of finite semifields'. Designs, Codes, and Cryptography, . [Details]
Lavrauw, M; Sheekey, J (2016) 'On BEL-configurations and finite semifields'. Designs, Codes, and Cryptography, . [Details]
Sheekey, J (2016) 'Dimensional dual hyperovals in classical polar spaces'. Designs, Codes, and Cryptography, . [Details]
Rottey, S; Sheekey, J; van de Voorde, G (2015) 'Subgeometries in the André/Bruck-Bose representation'. Finite Fields and their Applications, . [Details]
Lavrauw, M; Sheekey, J; Zanella, C (2015) 'On embeddings of minimum dimension of PG(n,q)×PG(n,q)'. Designs, Codes, and Cryptography, . [Details]
Lavrauw, M; Sheekey, J (2015) 'Canonical forms of 2×3×3 tensors over the real field, algebraically closed fields, and finite fields'. Linear Algebra and Its Applications, . [Details]
Brouwer, A; Gow, R; Sheekey, J (2014) 'Counting symmetric nilpotent matrices'. Electronic Journal of Combinatorics, . [Details]
Lavrauw, M; Sheekey, J (2014) 'Orbits of the stabiliser group of the Segre variety product of three projective lines'. Finite Fields and their Applications, . [Details]
Gow, R; Lavrauw, M; Sheekey, J; Vanhove, F (2014) 'Constant rank-distance sets of Hermitian matrices and partial spreads in Hermitian polar spaces'. Electronic Journal of Combinatorics, . [Details]
Lavrauw, M; Sheekey, J (2013) 'Semifields from skew polynomial rings'. Advances in Geometry, . [Details]
Gow, R,Sheekey, J; (2011) 'On primitive elements in finite semifields'. Finite Fields and their Applications, 17 :194-204. [DOI] [Details]
Drakakis, K,Gow, R,Rickard, S,Sheekey, J,Taylor, K; (2011) 'On the Maximal Cross-Correlation of Algebraically Constructed Costas Arrays'. IEEE Transactions on Information Theory, 57 :4612-4621. [DOI] [Details]
Dumas, JG,Gow, R,Sheekey, J (2011) 'Rank properties of subspaces of symmetric and hermitian matrices over finite fields'. Finite Fields and their Applications, 17 :504-520. [DOI] [Details]
Dumas, JG,Gow, R,McGuire, G,Sheekey, J; (2010) 'Subspaces of matrices with special rank properties'. Linear Algebra and Its Applications, 433 :191-202. [DOI] [Details]
                                                                                                                     

Research

Research Interests

Semifields, Nonassociative Algebras, Rank-Metric Coding, Random Network Coding, Tensors.