Chapter
Chapter 2. The Geometry on Grassmann Manifolds Representing Subspaces in a Galois Space
pp.:
18 – 48
Chapter 3. On k-sets of kind (m, n) of a Finite Projective or Affine Space
pp.:
48 – 66
Chapter 4. Combinatorics of Finite Generalized Quadrangles: A Survey
pp.:
66 – 86
Chapter 5. On the n(2n+1)-set of Class [0, 1, n, 2n]
pp.:
86 – 92
Chapter 6. Finite Semi-symmetric Designs
pp.:
92 – 126
Chapter 7. Note on (q + 2)-sets in a Galois Plane of Order q
pp.:
126 – 132
Chapter 8. On the Independence of the Axioms Defining the Affine and Projective Grassmann Spaces
pp.:
132 – 138
Chapter 9. On a Characterization of the Grassmann Manifold Representing the Planes in a Projective Space
pp.:
138 – 160
Chapter 10. On Inherited Groups of Derivable Translation Planes
pp.:
160 – 168
Chapter 11. On (q + 2)-sets in A Non-Desarguesian Projective Plane of Order q
pp.:
168 – 178
Chapter 12. Subgraph Enumerating Polynomial and Ising Model
pp.:
178 – 184
Chapter 13. Caps Related to Incidence Structures and to Linear Codes
pp.:
184 – 192
Chapter 14. On Sets of Type (m,n) in BIBD's with λ > 2
pp.:
192 – 216
Chapter 15. Desargues Configurations Inscribed in an Oval
pp.:
216 – 220
Chapter 16. On Type ( (q–3)/2, (q–1)/2, q–1) k-sets in an Affine Plane A2,q
pp.:
220 – 228
Chapter 17. Minors in Boolean Structures and Matroids
pp.:
228 – 234
Chapter 18. The Translation Planes of Order 16 that Admit SL(2, 4)
pp.:
234 – 246
Chapter 19. Commutative Division Algebras
pp.:
246 – 258
Chapter 20. Translation Planes of Order 112
pp.:
258 – 274
Chapter 21. Generalized Quadrangles with Parallelism
pp.:
274 – 292
Chapter 22. On Line k-sets of Type (o, n) with Respect to Pencils of Lines in PG(d,q)
pp.:
292 – 302
Annals of Discrete Mathematics
pp.:
302 – 304