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Titlebook: Combinatorial Mathematics VII; Proceedings of the S Robert W. Robinson,George W. Southern,Walter D. Wa Conference proceedings 1980 Springer

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Graphs with regular neighbourhoods,there are only two vertex degrees, and the vertices of each degree induce a regular subgraph of G. The eigenvalues of each of these subgraphs determine the eigenvalues of the other. We are able to construct non-trivial NR-regular graphs with 4, 8, 28 and 32 vertices, and conjecture that there are infinitely many more.
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Doubly and orthogonally resolvable quadruple systems,∩ γ′.|⩽1 for all i and j. This paper contains constructions of (2,3)(1,1)-doubly resolvable quadruple systems of orders v = 20,32,44, 68,80 and 104; a(2,3)-resolvable quadruple system of order 128; and some sets of mutually orthogonal resolutions of quadruple systems of all the above orders.
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Degree sequences uniquely realisable by hypergraphs,ices. Let F(s) be the set of all finite sequences of non-negative integers which have a unique realisation in the set of all s-uniform hypergraphs, and let F(s.) be the corresponding set for s.-hypergraphs. Hakimi determined F(2), and F(s) can be derived from a result of Koren. Here we determine F(2
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On generating spatial configurations with identical interpoint distance distributions,yet have identical interpoint distance distributions. In this paper we demonstrate a method for doing this with any set of points or figures and demonstrate the application of the finding to image processing studies.
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Determining the asymptotic number of phylogenetic trees,points have been labelled with disjoint subsets of the labelling set. Every point of degree less than three must have a nonempty label. Formulas are found for the exact numbers of phylogenetic trees with n labels, and numerical results are presented for selected n⩽40. The asymptotic behaviour of the
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