Discrete Mathematics, Volume 71

Volume 71, Number 1, September 1988

• Richard A. Brualdi, Rachel Manber:
  On strong digraphs with a unique minimally strong subdigraph. 1-7
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• Vladimir Cepulic, Mario Essert:
  Biplanes (56, 11, 2) with automorphisms of order 4 fixing some point. 9-17
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• P. H. Fisher, Tim Penttila, Gordon F. Royle:
  Symmetric designs, polarities and sub-designs. 19-32
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• András Gyárfás, Jenö Lehel, Zsolt Tuza:
  Clumsy packing of dominoes. 33-46
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• C. W. Ko, Frank Ruskey:
  Solution of some multi-dimensional lattice path parity difference recurrence relations. 47-56
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• Yongbing Shi:
  On maximum cycle-distributed graphs. 57-71
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• Carsten Thomassen:
  Arc reversals in tournaments. 73-86
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• Noga Alon:
  Sums of subsequences modulo prime powers. 87-88
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• Pierre Fraisse:
  A note on distance-dominating cycles. 89-92
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• Charles J. Colbourn: Problem 94. 93 BibTeX

Volume 71, Number 2, 1988

• Irith Ben-Arroyo Hartman:
  Variations on the Gallai-Milgram theorem. 95-105
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• E. Eliad-Badt:
  Decomposition of the complete hypergraph into stars. 107-117
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• Geoffrey Exoo, Donald F. Reynolds:
  Ramsey numbers based on C₅-decompositions. 119-127
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• Graham Farr:
  The subgraph homeomorphism problem for small wheels. 129-142
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• Pierre Fraisse, Oscar Ordaz:
  A Chvátal-Erdös condition for (t, t)-factors in digraphs using given arcs. 143-148
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• Zoltán Füredi, Ivo G. Rosenberg:
  Multicolored lines in a finite geometry. 149-163
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• George R. T. Hendry:
  Scattering number and extremal non-hamiltonian graphs. 165-175
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• Yong-Chuan Chen:
  A short proof of kundu's k-factor theorem. 177-179
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• Reinhard Diestel:
  Tree-decompositions, tree-representability and chordal graphs. 181-184
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Volume 71, Number 3, 1988

• Gerhard Behrendt:
  Covering posets. 189-195
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• Vlad Boicescu:
  Irredundant n-valued Moisil algebras. 197-204
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• R. Chandrasekaran, Santosh N. Kabadi:
  Pseudomatroids. 205-217
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• Noboru Hamada, Michel Deza:
  Characterization of {2(q+1)+2, 2;t, q}- min·hypers in PG(t, q) (t>=3, q>=5) and its applications to error-correcting codes. 219-231
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• Stanislav Jendrol, Peter Mihók:
  On a class of Hamiltonian polytopes. 233-241
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• Rolf S. Rees:
  Frames and the g^(k)(v) problem. 243-256
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• Saul Stahl:
  A duality for permutations. 257-271
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• András Gyárfás:
  The irregularity strength of K_{m, m} is 4 for odd m. 273-274
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