J.I. Hall's Research Homepage


  • On Moufang 3-nets and groups with triality
    J.I. Hall and G.P. Nagy,Acta Sci. Math. (Szeged) 67 (2001), 675-685.in .pdf, in .dvi

  • Extensions of periodic linear groups with finite unipotent radical
    Richard E. Phillips, Julianne G. Rainbolt, Jonathan I. Hall, and Ulrich Meierfrankenfeld,
    Comm. in Alg. 31 (2003), 959-968. in .pdf, in .dvi
    Erratum: in .pdf , in .dvi

  • A characterization of the P-geometry for M23
    J.I. Hall and S.V. Shpectorov, Adv. Geom. 5 (2005), 421-430. in .pdf , in .dvi

  • Lagrange's theorem for Moufang loops
    S.M. Gagola III and J.I. Hall, Acta Sci. Math. (Szeged) 71 (2005), 45-64. in .pdf, in .dvi

  • Periodic simple groups of finitary linear transformations
    Annals of Mathematics 163 (2006), 445-498. in .pdf, in .dvi

  • Rank 3 Latin square designs
    Alice Devillers and J.I. Hall, Journal of Combinatorial Theory (Series A) 113 (2006), 894-902. in .pdf, in .dvi

  • Extensions of isomorphisms for affine grassmannians over F2
    Rieuwert J. Blok and Jonathan I. Hall, Adv. Geom. 6 (2006), 225-241. in .pdf, in .dvi

  • A characterization of the full wreath product
    J. Algebra 300 (2006), 529-554. in .pdf, in .dvi

  • Smith's Theorem and a characterization of the 6-cube as distance-transitive graph
    M.R. Alfuraidan and J.I. Hall, J. Algebraic Combin. 24 (2006), 195-207. in .pdf, in .dvi

  • Alternating forms and transitive locally grid geometries
    European J. Combin. 28 (2007), 1473-1492, in .pdf, in .dvi

  • Locally finite simple Moufang loops
    Turkish J. Math. 31 (2007), 45-61.

  • Central automorphisms of Latin square designs and loops
    Quasigroups Related Systems 15 (2007), 19-46.

  • Construction of even length binary sequences with asymptotic merit factor 6
    T. Tingyao Xiong and Jonathan I. Hall, IEEE Trans. Inform. Theory 54 (2008), 931-935.

  • Groups with triality
    RIMS Kokyuroku (Japan) 1593 (2008), 1-9.

  • Imprimitive distance-transitive graphs with primitive core of diameter at least three
    M.R. Alfuraidan and J.I. Hall, Michigan Math. J., to appear.



  • Locally finite simple groups of finitary linear transformations
    in: "Finite and Locally Finite Groups," eds. B. Hartley, G.M. Seitz, A. Borovik, and R.M. Bryant,
    Kluwer 1995, 147-188 in .pdf , in .dvi

  • Notes on composition algebras
    Notes motivated by the "Generalized Hexagon" draft Chapter of Buekenhout and Cohen's book.
    (November 2000) in .pdf ,in .dvi



    Contact: jhall (at) math.msu

    Last Revised: 5 March 2009