96 results on '"Szőnyi, Tamás"'
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52. Small Blocking Sets in Higher Dimensions
53. On the upper chromatic number and multiple blocking sets of PG(n,q).
54. Relative blocking sets of unions of Baer subplanes
55. Around Rédei's theorem
56. Inherited unitals in Moulton planes
57. Integral automorphisms of affine spaces over finite fields
58. Blocking and Double Blocking Sets in Finite Planes
59. Arcs and k-sets with large nucleus — set in Hall planes
60. On the sharpness of a theorem of B. segre
61. Small complete arcs in Galois planes
62. The Zarankiewicz problem, cages and geometries
63. Ferenc Kárteszi (1907--1989): A short biography
64. Affinely regular polygons in an affine plane
65. Preface
66. Directions in $\mathsf{AG}(2,p^2)$
67. On the stability of small blocking sets
68. The 2‐Blocking Number and the Upper Chromatic Number of PG(2,q)
69. Directions in AG(2,p2)
70. Random constructions and density results
71. Note on disjoint blocking sets in Galois planes
72. On large minimal blocking sets in PG(2,q)
73. Diplomi ungheresi nell'Archivio Generale dell'Ordine dei Predicatori a Roma
74. Fermat Curves over Finite Fields and Cyclic Subsets in High-Dimensional Projective Spaces
75. Blocking Sets in Desarguesian Affine and Projective Planes
76. Blocking Sets of Almost Rédei Type
77. On the Number of Directions Determined by a Set of Points in an Affine Galois Plane
78. Small point sets of PG( n, p) intersecting each line in 1 mod p points.
79. Note on disjoint blocking sets in Galois planes.
80. On large minimal blocking sets in PG(2, q).
81. On complexes in a finite abelian group, II
82. Note on the order of magnitude of k for complete k-arcs in PG(2,q)
83. Coloring Uniform Hypergraphs with Small Edge Degrees
84. Rigid and Globally Rigid Graphs with Pinned Vertices
85. Tight Bounds for Embedding Bounded Degree Trees
86. Noise Sensitivity and Chaos in Social Choice Theory
87. Solution of Peter Winkler’s Pizza Problem*†
88. Betti Numbers are Testable*
89. Iterated Triangle Partitions
90. PageRank and Random Walks on Graphs
91. High Degree Graphs Contain Large-Star Factors
92. Open Problems : The Grothendieck Constant and the Lovász Theta Function (An Open Problem)
93. List Total Weighting of Graphs
94. Edge Coloring Models as Singular Vertex Coloring Models
95. Regularity Lemmas for Graphs
96. Extremal Graphs and Multigraphs with Two Weighted Colours
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