Groups and Geometries

Quasithin groups, M.G. Aschbacher and S.D. Smith; the non-canonical gluings of two affine spaces, B. Baumeister and G. Stroth; the geometry far from a residue, R.J. Blok and A.E. Brouwer; on flag-transitive incidence geometries of rank 6 for the Mathieu group M12, F. Beukenhout et al; on a connection between ovoids on the hyperbolic quadric Q+(10,q) and the Lie incidence geometry E6,1(q), B.N. Cooperstein; the residually weakly primitive geometries of the Janko group J1, H. Gottschalk and D. Leemans; the first cohomology group and generation of simple groups, R.M. Guralnick and C. Hoffman; a characterization of the Hall-Janko group J2 by a c.L*-geometry, C. Huybrechts and A. Pasini; affine extended dual polar spaces, A.A. Ivanov; derivable nets may be embedded in nonderivable planes, N.L. Johnson; regular orbits and the k(GV)-problem, M.W. Liebeck; generating minimally transitive groups, A. Lucchini; maximal subgroups of finite exceptional groups, G.M. Seitz; subgroup structure, fractal dimension and Kac-Moody algebras, A. Shalev; aspects of buildings, E. Shult; generalized quadrangles arising from groups generated by abstract transvection groups, A.I. Steinbach; embeddings of geometries infinite projective spaces - a survey, J.A. Thas; affine extensions of near hexagons related to the spin module of type B3, J van Bon and H. Cuypers; ovoids and spreads arising from involutions, H. van Maldeghem; the Borel-Tits property for finite groups, S. Yoshiara; generalized reflection groups 1 -constructing the algebra, F. Zara.