Combinatorial Mathematics VIII : Proceedings of the Eighth Australian Conference on Combinatorial Mathematics Held at Deakin University, Geelong, Australia, August 25-29, 1980

Some properties of H-designs....Pages 1-7 Computation of some number-theoretic coverings....Pages 8-13 The search for long paths and cycles in vertex-transitive graphs and digraphs....Pages 14-22 On strongly hamiltonian abelian group graphs....Pages 23-34 Monochromatic lines in partitions of Z n ....Pages 35-48 Complete stable marriages and systems of I-M preferences....Pages 49-63 The construction of finite projective planes....Pages 64-76 A survey of graph generation techniques....Pages 77-89 Graphs and two-distance sets....Pages 90-98 Finite Ramsey theory is hard....Pages 99-106 Further results on coverin integers of the form 1+k2 N by primes....Pages 107-114 Distributive block structures and their automorphisms....Pages 115-124 Connected subgraphs of the graph of multigraphic realisations of a degree sequence....Pages 125-135 A construction for a family of sets and its application to matroids....Pages 136-147 Regularity and optimality for trees....Pages 148-154 Simple and multigraphic realizations of degree sequences....Pages 155-172 Critical link identification in a network....Pages 173-186 Enumeration of binary phylogenetic trees....Pages 187-202 Minimisatin of multiple entry finite automata....Pages 203-210 A singular direct product for quadruple systems....Pages 211-220 The maximum number of intercalates in a latin square....Pages 221-233 Elegant odd rings and non-planar graphs....Pages 234-268 On critical sets of edges in graphs....Pages 269-271 Further evidence for a conjecture on two-point deleted subgraphs of cartesian products....Pages 272-292 Deques, trees and lattice paths....Pages 293-303 Graeco-latin and nested row and column designs....Pages 304-313 Contrained switchings in graphs....Pages 314-336 One-factorisations of wreath products....Pages 337-345 Divisible semisymmetric designs....Pages 346-350 Graphs and universal algebras....Pages 351-354 Universal fabrics....Pages 355-359