Books

Flannery, D. (1997) The finite irreducible linear 2-groups of degree 4. Memoirs of the American Mathematical Society. [Details]

FLANNERY, D., de Launey, W. (2009) Algebraic design theory, Mathematical Surveys and Monographs. American Mathematical Society. [Details]

   

Peer Reviewed Journals

FLANNERY, D. (1994) 'Submodule lattices of direct sums'. Communications in Algebra, 22 (10):4067-4087. [Details]

FLANNERY, D. (1995) 'Transgression and the calculation of cocyclic matrices'. Australasian Journal of Combinatorics, 11 :67-78. [Details]

FLANNERY, D. (1996) 'Calculation of cocyclic matrices'. Journal of Pure and Applied Algebra, 112 :181-190. [Details]

FLANNERY, D. (1997) 'Cocyclic Hadamard matrices and Hadamard groups are equivalent'. Journal of Algebra, 192 :749-779. [Details]

FLANNERY, D. (1999) 'The finite irreducible monomial linear groups of degree 4'. Journal of Algebra, 218 (2):436-469. [Details]

Flannery, DL (1999) 'The finite irreducible monomial linear groups of degree 4'. Journal Of Algebra, 218 :436-469. [Details]

FLANNERY, D., de Launey, W., Horadam, K.J. (2000) 'Cocyclic Hadamard matrices and difference sets'. Discrete Applied Mathematics, 102 :47-61. [Details]

FLANNERY, D., O'Brien, E. (2000) 'Computing 2-cocycles for central extensions and relative difference sets'. Communications in Algebra, 28 (4):1939-1955. [Details]

de Launey, W., Horadam, K.J. (2000) 'Cocyclic Hadamard matrices and difference sets'. Discrete and Applied Mathematics, 102 :47-61. [Details]

Flannery, DL,O'Brien, EA (2000) 'Computing 2-cocycles for central extensions and relative difference sets'. Communications In Algebra, 28 :1939-1955. [Details]

FLANNERY, D. (2004) 'Irreducible monomial linear groups of degree four over finite fields'. International Journal of Algebra and Computation, 14 (3):253-294. [Details]

Flannery, DL (2004) 'Irreducible monomial linear groups of degree four over finite fields'. International Journal Of Algebra And Computation, 14 :253-294. [Details]

FLANNERY, D., Detinko, A.S. (2004) 'Classification of nilpotent primitive linear groups over finite fields'. Glasgow Mathematical Journal, 46 :585-594. [Details]

FLANNERY, D., Detinko, A.S. (2005) 'Nilpotent primitive linear groups over finite fields'. Communications in Algebra 33. 1-9, 2005, . [Details]

FLANNERY, D., O'Brien, E.A. (2005) 'Irreducible linear groups of small degree over finite fields'. International Journal of Algebra and Computation, 15 (3):467-502. [Details]

Flannery, DL,O'Brien, EA (2005) 'Linear groups of small degree over finite fields'. International Journal Of Algebra And Computation, 15 :467-502. [Details]

FLANNERY, D., Detinko, A.S. (2005) 'Locally nilpotent linear groups'. Bulletin of the Irish Mathematical Society 56, 37-51, 2005 (with A. S. Detinko), . [Details]

FLANNERY, D., Detinko, A.S. (2006) 'Computing in nilpotent matrix groups'. London Mathematical Society Journal of Computation and Mathematics 9, 104-304, 2006 (with A. S. Detinko), . [Details]

FLANNERY, D., Detinko, A.S. (2008) 'Periodic subgroups of projective linear groups in positive characteristic'. Central European Journal of Mathematics 6(3), 384-392, 6 (3):384-392. [Details]

FLANNERY, D., Detinko, A.S. (2008) 'Algorithms for computing with nilpotent matrix groups over infinite domains'. Journal of Symbolic Computation, 43 (1):8-26. [Details]

Detinko, A.S., Horadam, K.J. (2009) 'On deciding fiteness of matrix groups'. Journal of Symbolic Computation, 44 :1037-1043. [Details]

Detinko, A.S., Horadam, K.J. (2009) 'Deciding finiteness of matrix groups in positive characteristic'. Journal of Algebra, 322 (11):4151-4160. [Details]

LeBel, A., Horadam, K.J. (2010) 'Group algebra series and coboundary modules'. Journal of Pure and Applied Algebra, 214 :1291-1300. [DOI] [Details]

 

Conference Publications

FLANNERY, D., Detinko, A.S. (2008) Computing with matrix groups over infinite domains: deciding finiteness The 11th RhineWorkshop on Computer Algebra, Levico Terme [Details]

                       

Other Item

Flannery, D., de Launey, W. Electronic Media. School of Mathematics, Statistics, and Applied Mathematics. Other Item [Details]

Flannery, D., Detinko, A.S., Eick, B. Refereed package 'Nilmat' (), available as part of the computer algebra system GAP. Other Item [Details]

FLANNERY, D., O'Brien, E. Two suites of procedures available as part of the computer algebra system MAGMA, for (i) computing central extensions of finite groups; and (ii) listing the irreducible linear groups of degree less than 4 over finite fields. http ://magma.maths.usyd.edu.au/magma/htmlhelp/text676.htm http ://magma.maths.usyd.edu.au/magma/htmlhelp/text693.htm#6791. Other Item [Details]

           

Working Paper

FLANNERY, D. (2008) Group actions on pairwise combinatorial designs. Groups in Galway. Working Paper [Details]

FLANNERY, D. (2009) Deciding finiteness of matrix groups over arbitrary domains. British Mathematical Colloquium, Special Session on Computational Algebra. NUI, Galway: Working Paper [Details]

FLANNERY, D. Algorithms for computing with nilpotent matrix groups over infinite domains. Pure Mathematics seminar. Queen's University, Belfast: Working Paper [Details]

FLANNERY, D. Cocyclic combinatorial designs. Departmental seminar. Technische Universit¨at Braunschweig: Working Paper [Details]

FLANNERY, D. Cocyclic development of pairwise combinatorial designs. Algebra Seminar, Department of Mathematics. University of Trento: Working Paper [Details]

FLANNERY, D. On shift representations. International Workshop on Cocyclic and Hadamard Matrices. University of Sevilla: Working Paper [Details]