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Combinatorial Mathematics VI

Combinatorial Mathematics VI

Softcover - 9783540095552
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Beschreibung

Graphic sequences.- Combinatorics ¿ A branch of group theory?.- The current status of the generalised moore graph problem.- Some 2-(2n+1,n,n-1) designs with multiple extensions.- The graph of type (0, ?, ?) realizations of a graphic sequence.- Divisibility properties of some fibonacci-type sequences.- Interlaced trees: A class of graceful trees.- Construction of balanced designs and related identities.- A generalization of a covering problem of mullin and stanton for matroids.- Factorisation of complete bipartite graphs into two isomorphic subgraphs.- Decomposition of integral pseudometrics.- Comparison of weighted labelled trees.- Isomorphic factorisations VI: Automorphisms.- A family of weakly self-dual codes.- An application of renewal sequences to the dimer problem.- Some remarks on generalised hadamard matrices and theorems of rajkundalia on sbibds.- Balanced binary arrays I: The square grid.- Classifying K-connected cubic graphs.

Proceedings of the Sixth Australian Conference on Combinatorial Mathematics. Armidale, Australia, August 1978

Details

Verlag Springer Berlin
Ersterscheinung 01. Oktober 1979
Maße 23.5 cm x 15.5 cm
Gewicht 347 Gramm
Format Softcover
ISBN-13 9783540095552
Seiten 209

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