Given a collection of graphs H, an H¡decomposition of ¸Kv is a decomposition of the edges of ¸Kv into isomorphic copies of graphs in H. A kite is a triangle with a tail consisting of a single edge.In this paper we investigate the decomposition problem when H is the set containing a kite and a 4-cycle, that is; this paper gives a complete solution to the problem of decomposing ¸Kv into r kites and s 4-cycles for every admissible values of v, ¸, r and s.

Decomposition of λKv into kites and 4-cycles

MILICI, Salvatore
2017

Abstract

Given a collection of graphs H, an H¡decomposition of ¸Kv is a decomposition of the edges of ¸Kv into isomorphic copies of graphs in H. A kite is a triangle with a tail consisting of a single edge.In this paper we investigate the decomposition problem when H is the set containing a kite and a 4-cycle, that is; this paper gives a complete solution to the problem of decomposing ¸Kv into r kites and s 4-cycles for every admissible values of v, ¸, r and s.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/20.500.11769/56031
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