Chapter
Chapter 6. On some translation planes admitting a Frobenius group of collineations
pp.:
50 – 68
Chapter 7. Hall triple systems and related topics
pp.:
68 – 74
Chapter 8. On mappings preserving a single Lorentz-Minkowski- distance. I
pp.:
74 – 90
Chapter 9. Designs obtained from affine spaces
pp.:
90 – 100
Chapter 10. On the codes generated by certain divisible designs
pp.:
100 – 108
Chapter 11. On a characterization of the Grassmann spaces associated with an affne space
pp.:
108 – 126
Chapter 12. On a characterization of Grassmann space representing the h-dimensional subspaces in a projective space
pp.:
126 – 146
Chapter 13. Enriched cliques with six vertices
pp.:
146 – 182
Chapter 14. Blocking sets in affine planes
pp.:
182 – 190
Chapter 15. Some building geometries of spherical type as sets of points and lines
pp.:
190 – 194
Chapter 16. “Cyclic” solutions for finite projective planes
pp.:
194 – 206
Chapter 17. Points and lines in metasymplectic spaces
pp.:
206 – 210
Chapter 18. On generalized perfect codes and Steiner systems
pp.:
210 – 214
Chapter 19. Greedy colouring of Steiner triple systems
pp.:
214 – 222
Chapter 20. Concurrence geometries
pp.:
222 – 238
Chapter 21. (q2+q+1)-sets of type (0,1,2,q+1) in translation planes of order q2
pp.:
238 – 242
Chapter 22. The embedding of (0,α)-geometries in PG(n,q). Part I
pp.:
242 – 254
Chapter 23. On cubic surfaces over a field of characteristic 3
pp.:
254 – 292
Chapter 24. Some characterizations of finite 3 -dimensional projective spaces and affine-projective planes
pp.:
292 – 296
Chapter 25. On a problem of A. Kotzig
pp.:
296 – 304
Chapter 26. A small 4-design
pp.:
304 – 308
Chapter 27. Some new generalizations of sharply t -transitive groups and sets
pp.:
308 – 328
Chapter 28. Dissections of polygons
pp.:
328 – 332
Chapter 29. Group modifications of some partial groupoids
pp.:
332 – 346
Chapter 30. Bireflectionality
pp.:
346 – 348
Chapter 31. A graphic characterization of hermitian curves
pp.:
348 – 356
Chapter 32. On the connectivity of maximal planar graphs with minimum degree 5
pp.:
356 – 368
Chapter 33. Affine geometries obtained from projective planes and skew resolutions on AG(3,q)
pp.:
368 – 390
Chapter 34. Automorphisms and generalized incidence matrices of divisible designs
pp.:
390 – 414
Chapter 35. Some results on partial Steiner quadruple systems
pp.:
414 – 422
Chapter 36. Some recent results on cylic Steiner quadruple systems - A survey
pp.:
422 – 432
Chapter 37. On a conjecture of S. Ilkka
pp.:
432 – 440
Chapter 38. On homologies of fixed-point-free affine groups
pp.:
440 – 446
Chapter 39. On Pellegrino’s 20 -caps in S4,3
pp.:
446 – 462
Chapter 40. Caps in elliptic quadrics
pp.:
462 – 480
Chapter 41. On Cohnfunctions
pp.:
480 – 482
Chapter 42. A class of strongIy regular graphs related to orthogonal groups
pp.:
482 – 486
Chapter 43. On the non-existence of a semi-symmetric 3-design with 78 points
pp.:
486 – 494
Chapter 44. On certain linear congruence class geometries
pp.:
494 – 506
Chapter 45. Translation planes of characteristic p that admit SL(2,pr)
pp.:
506 – 524
Chapter 46. Nondesarguesian planes, partial geometries, strongly regular graphs and codes arising from hyperbolic quadrics
pp.:
524 – 532
Chapter 47. The projectivity groups of ovals and of quadratic sets
pp.:
532 – 548
Chapter 48. On R-sequenceability and Rh-sequenceability of groups
pp.:
548 – 562
Chapter 49. On the characterization of finite miquelin möbius planes
pp.:
562 – 580
Chapter 50. A physical characterization of conformal transformations of Minkowski spacetime
pp.:
580 – 588
Chapter 51. The van der waerden conjecture
pp.:
588 – 594
Chapter 52. Some extremal results about the genus of a pair of permutations
pp.:
594 – 604
Chapter 53. Partial parallelism spaces and slit spaces
pp.:
604 – 614
Chapter 54. On a class of kinematic spaces
pp.:
614 – 630
Chapter 55. A brief survey of covering radius
pp.:
630 – 638
Chapter 56. A graphic characterization of the lines of an affine space
pp.:
638 – 648
Chapter 57. Z2-cohomology of projective spaces of odd order
pp.:
648 – 666
Chapter 58. Inequalities for point stable designs
pp.:
666 – 674
Chapter 59. On the structure of translation generalized quadrangles
pp.:
674 – 680
Chapter 60. Sur les k-arcs complets des planes de Galois d'ordre impair
pp.:
680 – 708
Chapter 61. The bundles axiom and egglike subsets of projective spaces
pp.:
708 – 712
Chapter 62. Kirkman cubes
pp.:
712 – 726
Chapter 63. Sulle ovali dei piani desarguesiani finiti d'ordine pari
pp.:
726 – 734
Chapter 64. Groups on points and sets
pp.:
734 – 738
Chapter 65. An application of combinatorics of Young tableaux to geomeric problems
pp.:
738 – 744
Chapter 66. Two characters k-sets with respect to a singular space in PG(r,q)
pp.:
744 – 758
Chapter 67. Moufang conditions of finite generalized quadrangles
pp.:
758 – 766
Chapter 68. Nilinearly generated near-algebras
pp.:
766 – 774
Chapter 69. Affine planes and latin squares
pp.:
774 – 782
Chapter 70. Composition of rotations of graphs
pp.:
782 – 788
Chapter 71. A survey on varieties of PG(4,q) and Baer subplanes of translation planes
pp.:
788 – 794
Chapter 72. On travalent graphs embedded in twisted honeycombs
pp.:
794 – 802
Chapter 73. Restricted Mi-spaces, restricted Li-spaces, optimal codes and n-arcs
pp.:
802 – 816
Chapter 74. Sur des classes de groupes finis résolubles
pp.:
816 – 818
Chapter 75. Finite non-euclidean planes
pp.:
818 – 832
Chapter 76. Other talks
pp.:
832 – 834
List of participants
pp.:
834 – 840