[PDF][PDF] Decomposition of complete multigraphs into stars and cycles
F Beggas, M Haddad, H Kheddouci - Discussiones …, 2015 - bibliotekanauki.pl
F Beggas, M Haddad, H Kheddouci
Discussiones Mathematicae Graph Theory, 2015•bibliotekanauki.plLet k be a positive integer, S k and C k denote, respectively, a star and a cycle of k edges. λK
n is the usual notation for the complete multigraph on n vertices and in which every edge is
taken λ times. In this paper, we investigate necessary and sufficient conditions for the
existence of the decomposition of λK n into edges disjoint of stars S k's and cycles C k's.
n is the usual notation for the complete multigraph on n vertices and in which every edge is
taken λ times. In this paper, we investigate necessary and sufficient conditions for the
existence of the decomposition of λK n into edges disjoint of stars S k's and cycles C k's.
Let k be a positive integer, Sk and Ck denote, respectively, a star and a cycle of k edges. λKn is the usual notation for the complete multigraph on n vertices and in which every edge is taken λ times. In this paper, we investigate necessary and sufficient conditions for the existence of the decomposition of λKn into edges disjoint of stars Sk’s and cycles Ck’s.
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