Discrete Mathematics, Volume 75

Volume 75, Numbers 1-3, May 1989

• Béla Bollobás:
  Paul Erdös at seventy-five. 3-5
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• Jin Akiyama, Fumi Nakada, Sinichi Tokunaga:
  Packing smaller graphs into a graph. 7-9
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• I. Algor, Noga Alon:
  The star arboricity of graphs. 11-22
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• Noga Alon, Béla Bollobás:
  Graphs with a small number of distinct induced subgraphs. 23-30
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• Jean-Claude Bermond, K. Berrada, Johny Bond:
  Extensions of networks with given diameter. 31-40
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• Norman Biggs:
  Confluence of some presentations associated with graphs. 41-46
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• Béla Bollobás, Graham Brightwell:
  Long cycles in graphs with no subgraphs of minimal degree 3. 47-53
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• Béla Bollobás, Steen Rasmussen:
  First cycles in random directed graph processes. 55-68
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• J. A. Bondy:
  Trigraphs. 69-79
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• Endre Boros, Peter L. Hammer:
  On clustering problems with connected optima in euclidean spaces. 81-88
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• Peter J. Cameron:
  Some sequences of integers. 89-102
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• Amanda G. Chetwynd, Anthony J. W. Hilton:
  1-factorizing regular graphs of high degree - an improved bound. 103-112
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• Fan R. K. Chung, Paul D. Seymour:
  Graphs with small bandwidth and cutwidth. 113-119
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• Reinhard Diestel:
  Simplicial decompositions of graphs: a survey of applications. 121-144
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• Paul Erdös, András Hajnal:
  On the number of distinct induced subgraphs of a graph. 145-154
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• Paul Erdös, J. L. Nicolas, András Sárközy:
  On the number of partitions of n without a given subsum (I). 155-166
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• Philippe Flajolet, Donald E. Knuth, Boris Pittel:
  The first cycles in an evolving graph. 167-215
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• Zoltán Füredi:
  Covering the complete graph by partitions. 217-226
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• H. Furstenberg, Y. Katznelson:
  A density version of the Hales-Jewett theorem for k=3. 227-241
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• Roland Häggkvist:
  On the path-complete bipartite Ramsey number. 243-245
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• Roland Häggkvist:
  Towards a solution of the dinitz problem? 247-251
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• Roland Häggkvist:
  A note on latin squares with restricted support. 253-254
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• Julie Haviland, Andrew Thomason:
  Pseudo-random hypergraphs. 255-278
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• Monique Laurent, Michel Deza:
  Bouquets of geometric lattices: some algebraic and topological aspects. 279-313
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• Imre Leader:
  A short proof of a theorem of vámos on matroid representations. 315-317
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• László Lovász, Michael E. Saks, William T. Trotter:
  An on-line graph coloring algorithm with sublinear performance ratio. 319-325
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• Jaroslav Nesetril, Vojtech Rödl:
  The partite construction and ramsey set systems. 327-334
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• Pierre Rosenstiehl:
  Scaffold permutations. 335-342
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• László A. Székely, Nicholas C. Wormald:
  Bounds on the measurable chromatic number of Rⁿ. 343-372
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• Andrew Thomason:
  A simple linear expected time algorithm for finding a hamilton path. 373-379
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• Andrew Thomason:
  Dense expanders and pseudo-random bipartite graphs. 381-386
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• Douglas R. Woodall:
  Forbidden graphs for degree and neighbourhood conditions. 387-404
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