Finite Geometries: Proceedings of a Conference in Honor of T.G. Ostrom |
Contents
Applications of Algebraic Coding Theory | 23 |
LYNN BATTEN Department of Mathematics University of Winnipeg Winnipeg | 33 |
The Uniqueness of the Near Hexagon on | 47 |
Elations of Order 3 in Projective Planes | 61 |
R H BRUCK Department of Mathematics University of WisconsinMadison | 67 |
Blocking Sets and Translation Nets | 77 |
gddgons | 93 |
Some Aspects of PostClassification | 113 |
Gamma Spaces Which are Locally Polar Spaces | 243 |
Expanded Sliced and Spread Spreads | 251 |
Symmetric Designs with Elations | 263 |
Some Comments on the Translation Planes | 273 |
Le Dodécaèdre et la Géométrie Projective | 279 |
Combinatorial Representation Theory and | 307 |
Locally Compact Desarguesian Hjelmslev | 327 |
Irreducible Translation Planes and | 333 |
The Use of Auxiliary Sets of Matrices in | 129 |
Metrics in Finite Affine Planes | 155 |
A Note on Sharply FlagTransitive | 161 |
Identifying Classical Geometries | 175 |
On Beweglickeit Affine Planes | 197 |
Admissible Graphs | 211 |
SemiSymmetric 3Designs | 223 |
On Spreads Admitting Large Autotopism Groups | 237 |
Some Results on Semifields | 347 |
Collineations of Finite Generalized Quadrangles | 361 |
On Symmetric Designs which Admit Axial | 391 |
DualLinear Linear Diagrams | 413 |
Collineation Groups of Generalised Polygons | 427 |
A Characterization of the Classical Unitals | 445 |
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Finite Geometries: Proceedings of a Conference in Honor of T.G. Ostrom Johnson No preview available - 1983 |
Common terms and phrases
adjacent affine plane Algebra assume axis Baer blocks Buekenhout closure space collinear collineation group contains copolar graph copolar space COROLLARY defined denote Department of Mathematics Desarguesian plane dimension disjoint dodécaèdre dual elations elements epimorphism example Finite Geometries finite projective planes fixed generalised Geom GF(q Hence Hjelmslev homology hyperbolic line implies incidence structure integer intersect involutions irreducible isomorphic isotropic isotropic line K-factorization K-set K-structure Kallaher Kantor Klingenberg Lemma Let G linear M₂ Math matrix maximal Moore graph neighbor cohesive order q oval p-group pair partial geometries partial spread Pasch's axiom permutation plane of order points polar projective geometry projective spaces Proof quadrangles quadric quads quasifields result satisfies semifield simple groups singular line step parameter sequences subplane subspace Suppose symmetric design symplectic T. G. Ostrom Theorem theory transitive translation complement translation planes unique σ σ