Discrete Mathematics, Volume 43

Volume 43, Number 1, 1983

• Rudolf Berghammer, Gunther Schmidt:
  Discrete ordering relations. 1-7
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• Prabir Das, S. B. Rao:
  Alternating eulerian trails with prescribed degrees in two edge-colored complete graphs. 9-20
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• Pierre Duchet, Henry Meyniel:
  Une generalisation du theoreme de Richardson sur l'existence de noyaux dans les graphes orientes. 21-27
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• J.-C. Fournier:
  Hypergraphes de chaines d'aretes d'un arbre. 29-36
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• Martin Charles Golumbic, Doron Rotem, Jorge Urrutia:
  Comparability graphs and intersection graphs. 37-46
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• R. H. Jeurissen:
  Disconnected graphs with magic labelings. 47-53
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• János Komlós, Endre Szemerédi:
  Limit distribution for the existence of hamiltonian cycles in a random graph. 55-63
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• Clement W. H. Lam:
  Non-skew symmetric orthogonal matrices with constant diagonals. 65-78
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• Josef Lauri:
  Proof of Harary's conjecture on the reconstruction of trees. 79-90
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• Dragan Marusic, T. D. Parsons:
  Hamiltonian paths in vertex-symmetric graphs of order 4p. 91-96
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• Peter Stein:
  On Chvátal's conjecture related to a hereditary system. 97-105
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• Pavel M. Blecher:
  On a logical problem. 107-110
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• Helmut Prodinger:
  Non-repetitive sequences and gray code. 113-116
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• Frank Ruskey:
  A simple proof of a formula of Dershowitz and Zaks. 117-118
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• P. K. Wong:
  On the smallest graphs of girth 10 and valency 3. 119-124
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• David L. Reiner:
  A q-analog of the campbell-baker-hausdorff formula. 125-129
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Volume 43, Numbers 2-3, 1983

• Raul Cordovil:
  The directions determined by n points in the plane: a matroidal generalization. 131-137
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• Karel Culik II, Juhani Karhumäki:
  Systems of equations over a free monoid and Ehrenfeucht's conjecture. 139-153
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• Michel Dehon:
  On the existence of 2-designs S_lambda(2, 3, upsilon) without repeated blocks. 155-171
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• Martin Farber:
  Characterizations of strongly chordal graphs. 173-189
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• D. J. Hartfiel:
  Stochastic eigenvectors for qualitative stochastic matrices. 191-197
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• J. D. Horton:
  The construction of Kotzig factorizations. 199-206
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• R. H. Jeurissen:
  Pseudo-magic graphs. 207-214
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• T. A. McKee:
  Duality principles for binary matroids and graphs. 215-222
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• Richard J. Nowakowski, Ivan Rival:
  The smallest graph variety containing all paths. 223-234
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• Richard J. Nowakowski, Peter Winkler:
  Vertex-to-vertex pursuit in a graph. 235-239
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• Sergiu Rudeanu:
  Linear Boolean equations and generalized minterms. 241-248
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• Masako Sato, Thien Tran Cong:
  The number of minimal lattice paths restricted by two parallel lines. 249-261
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• Dieter Schäfer, Karl Erich Wolff:
  Pólya enumeration of expansions of resolvable incidence structures. 263-271
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• Howard Straubing:
  A combinatorial proof of the Cayley-Hamilton theorem. 273-279
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• Henk Jan Veldman:
  Existence of dominating cycles and paths. 281-296
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• David Witte, Gail Letzter, Joseph A. Gallian:
  On hamiltonian circuits in cartesian products of Cayley digraphs. 297-307
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• Joseph Zaks:
  Extending two theorems of A. Kotzig. 309-315
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• François Bry:
  On the factorization of graphs with exactly one vertex of infinite degree. 317-320
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• Peter Stein:
  Chvátal's conjecture and point-intersections. 321-323
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• Peter Frankl:
  A probabilistic proof for the lym-inequality. 325
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