Description
This volume forms a valuable source of information on recent developments in research in combinatorics, with special regard to the geometric point of view. Topics covered include: finite geometries (arcs, caps, special varieties in a Galois space; generalized quadrangles; Benz planes; foundation of geometry), partial geometries, Buekenhout geometries, transitive permutation sets, flat-transitive geometries, design theory, finite groups, near-rings and semifields, MV-algebras, coding theory, cryptography and graph theory in its geometric and design aspects.
Chapter
Chapter 3. On structures T(t, q , r , n)
pp.：
36 – 48
Chapter 4. A tactical decomposition for incidence structures
pp.：
48 – 56
Chapter 5. Note on a characterization of Segre variety in PG(r, q )
pp.：
56 – 60
Chapter 6. A property of sharply 3-transitive finite permutation sets
pp.：
60 – 72
Chapter 7. Faithful orbits in symmetric designs
pp.：
72 – 80
Chapter 8. Minimal flagtransitive geometries
pp.：
80 – 82
Chapter 9. Some results on hyperarchimedean MV-algebras
pp.：
82 – 92
Chapter 10. Three combinatorial sequences derivable from the lattice path counting
pp.：
92 – 104
Chapter 11. Compound closed chains in circular planar nearrings
pp.：
104 – 118
Chapter 12. p-primitive semifield planes
pp.：
118 – 130
Chapter 13. The fractal-like Steiner triple system
pp.：
130 – 138
Chapter 14. Locally partial geometries with different types of residues
pp.：
138 – 150
Chapter 15. (0, n)-sets in a generalized quadrangle
pp.：
150 – 170
Chapter 16. Combinatorics and cryptography
pp.：
170 – 186
Chapter 17. Recent intrinsic characterizations of ovoids and elliptic quadrics in PG(3, K)
pp.：
186 – 202
Chapter 18. A natural association of PGL(V)-orbits in the Segre variety (P(V))m with flags and Young tableaux
pp.：
202 – 226
Chapter 19. Decomposing Steiner triple systems into four-line configurations
pp.：
226 – 238
Chapter 20. Non-symmetric configurations with deficiencies 1 and 2
pp.：
238 – 252
Chapter 21. Characterizing Linear spaces by blocking sets
pp.：
252 – 260
Chapter 22. Partial geometries of rank n
pp.：
260 – 270
Chapter 23. The minimal parabolic geometry of the Conway group Co1 is simply connected
pp.：
270 – 286
Chapter 24. Coset enumeration in groups and constructions of symmetric designs
pp.：
286 – 290
Chapter 25. On the ubiquity of Denniston-type translation ovals in generalized André planes
pp.：
290 – 308
Chapter 26. Translation planes and related combinatorial structures
pp.：
308 – 328
Chapter 27. Finite reflection groups and their corresponding structures
pp.：
328 – 348
Chapter 28. On nonisomorphic BIBD with identical parameters
pp.：
348 – 358
Chapter 29. Incidence loops and their geometry
pp.：
358 – 376
Chapter 30. Families of Menon difference sets
pp.：
376 – 392
Chapter 31. On the characterization problem for finite linear spaces
pp.：
392 – 402
Chapter 32. Linear spaces in which every line of maximal degree meets only few lines
pp.：
402 – 414
Chapter 33. Flag-transitive Buekenhout geometries
pp.：
414 – 460
Chapter 34. Collineations of the generalized quadrangles associated with q-clans
pp.：
460 – 474
Chapter 35. Projective embedding of fibered groups and the Suzuki groups
pp.：
474 – 482
Chapter 36. Codes, block designs, Frobenius groups and new-rings
pp.：
482 – 488
Chapter 37. The flag-transitive affine planes of order 27
pp.：
488 – 512
Chapter 38. Symmetric functions and bijective identities
pp.：
512 – 522
Chapter 39. On the existence of nearly Kirkman systems
pp.：
522 – 530
Chapter 40. Codes and semilinear spaces
pp.：
530 – 540
Chapter 41. Old and new results on spreads and ovoids of finite classical polar spaces
pp.：
540 – 556
Chapter 42. Large partial parallel classes in Steiner systems
pp.：
556 – 560
Chapter 43. Minimal line distinguishing colourings in graphs
pp.：
560 – 570
Chapter 44. Some results on –1 multiplier of difference lists
pp.：
570 – 578
Combinatorics '90
：Recent Trends and Applications
( Volume 52 )
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