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{\bf Teresa Sousa}
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{\bf Decompositions of Graphs into 5-Cycles and Other Small Graphs}
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In this paper we consider the problem of finding the smallest number
$q$ such that any graph $G$ of order $n$ admits a decomposition into
edge disjoint copies of a fixed graph $H$ and single edges with at
most $q$ elements. We solve the case when $H$ is the 5-cycle, the
5-cycle with a chord and any connected non-bipartite non-complete
graph of order 4.

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